An Idea About Time for Class 2 Science
The continuous sequence of events that cannot be reversed is time. The devices used to check time have changed gradually over the years. The clocks we see at present help us know about time.
We divide a day into morning, afternoon, evening and night based on time. The concept below will give a broad idea about time to the learners.
After reading the concept, students will be able to:
- Define what is time.
- Mention the types of clock.
- Identify the parts of an analog clock.
- Differentiate between the clockwise and anti-clockwise directions.
- State the time by looking at an analog clock.
Each concept is explained to class 2 students using descriptions, illustrations, and concept maps. After you go through a concept, assess your learning by solving the two printable worksheets given at the end of the page.
Download the worksheets and check your answers with the worksheet solutions for the concept An idea about time provided in PDF format.
What Is Time?
- Time is nothing but the sequence of several events taking place.
- Broadly, time can be divided into the following—
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)
- Time and its changes can be determined by days, weeks and years.
- Earlier, the position of the sun was used to determine the time.
- At present, clocks are used to determine time.
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CC2TMjx3TgF8tGLbrXPWK2FqxRXQJiNxiuSfbqY+OeKLLuKtfuXuOPPJWbFIMgnqwm5ktQK9hRla9VTcxjnvaxoRNCNrG7jRxleF6oMaEeRLSKsqCYbd9I3jZx99+vCtfuZVAJE84dO4zq4Cma1z3I1oAIFnDTmtc1WuLIjQBBFrlJMz1nMYwbGsZpEVV4IICN/qd21rWNu8nRuvf00wkRYqsi7oBVj2tQZ0xiuDxZlZS8ki2i6yGYytrWP1hlYeHVczLklbCt6qcv3ZtbEnD8J7ShlQOJG6exhGq17YIx+gPKmp7VCH5tPP7U99SSB5uQjN2PM42HHfbR2SRxQvHj1exeLumwOLV0MbyO8LQAaJvpqRMIpXRYkWEOOriLuGF79ME1iendXsRllkG5v8k1XqiwH+LcoGmm1sZstJTgvSLbnnikmqLEco7yIiFhVtpd0jZuruA+xqpkUdXPZPrYslm+1nWJTShw2TZ7PQonZCpmPh1M/n68Uhe5yI5qot7SOhvWQDcITykaxho8WPEVr47rNiEcxlpFV6DNvtb2JEE5g/A1ePFrWtTg1jHvXg3H4jxEOR26YvGVWM3RoJ5HqjBNEngTUmQYpliRI0YMYSCFpgnv9hx2t9V+xBc9b3JWLpvumhIhAkRjoslfaPW2c0/KwqPHYtS1SOe9g2Pe+4klubYk0K2sR6tSM24Pz8YJkc1yI5uoUvpl5yTt8NXpkOTNXSe6aw8ajxira/vexr2q115RPhOU4NVgPAJSKZjEVDugjUUOOxz2MIxWE6UAa8YvL2aeiSIjkCR8kY6WVCYNRxlQhhBFBanqRrWtTg1lgWEAzmitncE80Rhmb4mBjumXUULY9UEbvETgiJp4mkReLwPZoQhBRWjYF79Mjsb6r9qOiNvr9E1IlxYYXHlVFdkMxJLQV2FWbiK6wkyYFBDDHj1NqyzE9yZHdsvDnrIjY8GOdDFZPjuO0a6qb9YFclfEg5OZiHZaZhcFkwKtaOLlcFzGLMizYMxnjjayS1nVlrYjgGusu8XB1TfZI2fESViquXG6dy/Yc1rmqjrjH3AKhYyIjURqdkeMWQ/wsStj8oWO67jQ45CoZEano3UaLJlE8ALysJAAJh2O8bEdoZCDejmVUJQMUxOzwt+6FHJlWQa9NRoPUprLScupDisjneFZVpMBEK4jGFYrH1NQgSHmRIkcKFfHPKjedFUBIEoliBCsCTgrq4jnqBgW6xKGaPFnFdxXUyhqZhkkEWvsxjVkbk5IJk2XKlt/vrpUVJkAa0LWto6lrfsnCwwnjdJiljPVr9wFKRjfFFqnu4OOwbBtRrMlvkisfHC0iogvMVjeJFbDhnlmYAMGGKHHYEd3VusY7WsWptxlRVoMelDIyRP8A0OLePDRJMYXqRh4pbyx8rddcyFWSEJj77CIjXOxICsRjBYv4PRYmDw4LCMhsx1W8OLsdVX+LUXD6+G6S4EnBaaWoVky8coxxjFltyDH4FxFBXtzTGneqPzXHGIiqLMakE9jWZCJrLmyICTIA4rXME9r5TEFBvJVDHYATNoVkjv68fum3VcktPsPax6Kjn1UNy8USoip7hjACn9vRUIgiPbOrZAhiJJdDVZiCGWrVtmOEyDXxoIkGD9PPF8GMTHqtdB8auVYEF38sUyuhrr1RvflmLsajnPzbE2+1ttTrInFsKm2iz62fLI0u16YrV8hu1q2VNE2qZC5U8lm0/JF93bR8wc/iNm0LLHJ6/XOZ+Li2wyXKbATWFjFnEGrpnFdcdWNVbyTkeGmi5HTz3TBPnuLwUr7W15U0aHHE4McAXa2bPctZaMX7Hrv9d7wBI8b3Q6mFDIQgh1kQc0kxv6mT1R7WimRAOw/L1/imGZd/5EwXKyLx03AMiT3XZ/kv/DcByBE9foLIkXSYHecNLgF+1fX6AtOGk2fWye7tnk71RU2czU/mbZ6XxJ4E2dy0XTtnR+Hqmzkqe67N1cnq3Zxw93bNxO0mzcKJ6u2Zx1XjpNmwOGl2ZxPdMdoA0MQ0cX/T2+WwYDniE7LcgkOcsfr+X66/l+vqHMdfUOY6+ocx19Q5jr6hzHX1DmOlv8vX369l2uvZdr6hzHXXsu117Ltdfy/XX8v117LtJf5ent9Q5hpcgy/3UWZ3ccic1T5LAs+DG/Yt8hgVaeEpszuJBFSKl/lq+qdfy7XXsu117Ltdey7XXsu117Ltdey7XXsu117Ltdey7XXsu117Ltdey7XXsu117Ltdey7XXsu0l/l6ey5NlAfUtdnIXqjJwiiMJpB92X3j4g2wo9Njo/A2RNa1rERrf1ChEZisLc0awv8AGQ8YuVtIaoXuyO5SqheJlPTPsXumTAgCBiMF+pZ0USaxzm49ayKew5GX2roX+a5KUhf13sa9jmOx5zq/JeX78qI+bkLYqCGwQ2DZ+tlsVqcvKShlOl1EIzuxfZdYv62p1XftDLPrWVdvH2gnl1baW2j5K97aMrYzFj1sJiHg2VfYjcSHoN3UHl8oKdb1lerUmXGTVNTTEtS09pHtIEeQLaISSCJSFAs+CktsNWWEAkl8Vhb+jCExiAOCQEZgR7uokyUjArp3J51lCTIU+FYR2yIe9PTMB98z1zF/H9fKvjW6xD4GJ2r7LrFvlT9l7Vjt6awriVDXZnTQaSThFmW9BSRz3kiSTOKSC2txvkMjk2xdoUw8PEbMobTGH2sSvMcSxm5TdLVwUVNk2RMWkREp6zhtK+OotX3+4mGaciLtX1g9ZXFn5j5gJx4eyiWgrCoo5gamSWBEiydpWSKfBmMDdZrGFvT8wH3y/wAxf3FQqjd5WKZDc3TboMrDcitLpbZlgGdZlyGXDTul2EWGSIM3flXxjdYh8DE7V9l1i3yp+2qoYVXLtpMerpIVWWyLHyXFq/IgAZIo8dZUq8pZsONOiHiSqnAYtaUTVdiIm3ku0jQsFrotRa1WqSpdVQmR35Djor4cQRrvGmWz62RqPiEcF2y4SnxptQS0ICtw2thU0ynJS4LGqihV0TG2Rb2bctp8cHVT7OYzen5gPvlfmL+8ypQ7R2GXHZUmsy6LYSqQvlU8q3OwWQ32PAnArFnrXxOoGklm5wWqm45KmR5WWST0sA+RYwKzkYNeyb3HIkyVmNfGLmeFvceUs3LhY6kaTJpM3BTN7cq+MbrEPgYnavsusW+VP+yn5gPvlfmL+/OMYdklWCOLLcTDfV1dEG4InBUK1NDndB46utiR+WjBDq3Bd2WRSn11aa7GYNTb0VVkePwC1EfHqQFFTxK4OVUtrNsMfsq2fQWjbquyCFFqJMm/bdz+3KvjG6xD4GJ2r7LrFvlT/ZsIRCXdTK0+XFG97HxpUWWJDRri3gU0A86bml6c2BEta4M+H5ooqyJMaKNSyAHBIEwoPsJ+YD75X5i/7k/DaaZNLOZWUkCt8Tg/ayr4xusQ+Bidq+y6xb5U/wBnJwiTPcGKgquvk7TbcRsMEKJlObwo+fjG/D7tXZgEItlHEeZ1dfXRsYnRFPOm5zZxGY1jhKObbOX7CfmA++V+Yv7UyIq5Z0F3eM4SEMNm66sbOC6vSFpyqjVVMZyJ951bxve1jHPeIozCGUe7KvjG6xD4GJ2r7LrFvlT/AGbXHCWN1VWmgY4QWSyLzVTjhK64tbPVvWBtqubXmkYVJmY30SXeYya5h10c1/hzbaVDsQUtOtaMrj/YT8wH3yvzF++aUwYcoocduJV3HrJUMn+6wdPvptqy0fEFlVyylpUnxLLIR5JHjjqZWX3hMjiswq9sLSHOj2d8S6RIAqyqvJT8tm0Y9nIZqlyN5MplzYOPWkyHZW+VxMQrsmTMbmzrw0B4NrbSlyeqog1Vleuy6ypy4rEuJi5gKBYXNnd7LJc8uOgOGng+buyr4xusQ+Bidq+y6xb5U/7KfmA++V+Yv3zySRQJhItpVOup9NPhPiWC7RRWSREynFLOyix8ip8lnVlZZAprfJLY4eZxCxfDtczRcVqJMAVnLl5sC2e6lJGBHu1z2NaOxCLbVVnfwj5YGTJxy2ixristpWzQFOHLYllYV+Nsi5U+aa6p1DTW7IcxzJGGRrCudkr5dbj90uze2piY2eYapipJ3ZV8Y3WIfAxO1fZdYt8qfvDJjn8Xk29y92SVVGKonkrro1HKMcAG+IyvYjVeqFE5XNTzwcRppzkaiucEwTsR4TSAARFNrmAf2+9PzAffK/MX/Yf4laqMx7Hj00m2M/vssYkmszWdbAppYiDNZduVfGN1iHwMTtX2XWLfKn7sxBFkUEkcuYvk51hxY9lWVr9pdQNy1dYu1LyVhLOu7jJkXIsdkUuze4hy73F6iNjN3Zsu6evFsxg2zLea6dluL1B7gaUebY2evxJwL+Rk0yxjI9lHtDpCW1LXN2XRLVIhHFiRiO7U/MB98v8AMX/sZV8Y3WIfAxO1U9F1i/panRe3KcfW/rGxWScSuJljSWUiTjc82TRLxLLGZh8jjXUK0wyc66JcUdliBp+Oyah8+nmTseNVPnYlJmYiLHXWmMPnsqToGmOezi2dmPHZVfbz7Codi/CmtoI5eJSZOIMxxYQSgiACXtT1zAfDul/mL/2Mq+MbrEFRMei9q+y6Z/lOSlYT9d72jY978cY6wyRZPfkzVhZLzOmPa9jXt/Wy6S1BxoyY7GdGpoQnduX0T5rEmxqbImNY2PNYRhGo5n6hjhAxXluLt89Uhw8Zpelwl8zuymlWyhI8NFetA1IctrmuRHN/UsbWLAGqkp4Eq/tVknROCInfcYtXz1eZshhIUkomc9N1z03XPTdc9N1z03XPTdc9N1z03XPTdc9N1z03XPTdc9N1z03XPTdc9N1z03XPTdc9N0s2bqthPs5jQPqMfgVaI8f2L/GoU1CSWhmTIyqgUvrbgmuvW+uvW+uvW+uvW+uvW+uvW+uvW+uvW+uvW+uvW+uvW+uvW+uvW+uvW+uvW+uvW+uvW+uvW+n3NoRv9WPUo7c5XHiRI8ULAA7f/8QAUBAAAgEDAQMHBwkFBgMFCQAAAQIDAAQRIQUSMRATIEFRYXEiMFOBkZOyFCMyQEJSkqGxBjNictEkVHOCwdJQwuE0VXSDoiVDRGBjo6Szw//aAAgBAQAJPwD/AOSJGluOq3iG/If6DvNbNtIE6uddpX9e5gVsu2nXrEMjRv6g+RUhWaP97BINyWPxX/gpFA0lDFH6jMsUScWP6DtNb2z7LtGtzKP0SrYsW1Zt4DJ7WJySauI4h2Im+fa1TPIT97H+gFTGGaDWOZfpL3d4PArS81dQYWeE8R2MO1W/4FqaOB0TXto+fbENnaCY9gklJGfUoqIzTzkiKMd2pY9gHWa2naJPjJggje6lHiq7oFXNwiZ13wiMR3LHnHramIBO6iau7HsA1LGrUwpNMqwRtq4YAvvOB9HhoKJ3rZvnVH/vIW+mh/UUwZHUMrDgQdQfr+po6dnLLJFIBgOh/UHQiolDpwkT6EgPWM6g9o5GCqoJY9gFLu753lXrVTwz38nDs8/bTz22YInmiTKDmhh1rSW83o4G60gTQY8TrW1Z+YlJL8A6N94ZDB623cuvYIo1NW+ZyMGeQ78hHia/7RHiaD/Ej1A9fCsBVYAA9QZQcGjmSwme3Pguqfkfr3t6GrdlNujsFO3trj1GuE8w3/8ADj8tvbwo4oIEQeXMybwZuxau1h7TCgQmtr3YYdfOmipuW/cTABRJ3N3+cUtzULvgHBO6M0zxxzsY/IbXmzCzFs0u7HEiog7AowKEEGz7RwsGGBbcVcs7kdtb3OfJ03t7jw6++ry7t5T9uKYgDH8LZWnjklVsCRBuhx1MV6j2ijhJr24kX+QuQKP0xbS/kyfXfXyOBWWpBvABpGOu4p/1PUOg2VbUGgf7OMEqMsd8gYHjTMsOhRO7tNR7+E07j28rlHRgysDggjUEVdtcW9w4QO/GNz5t2V72QoxBweaQZeoFd7KFuYuA2u4AE8te3BxyWwW0QJOiIgWOabOrykfSZdMA0m+yqSqZxvEDh66nmkn2lKs7pJoYVxpF/kpgJmURQ/4kugPq41MsqDdEjg5wicc97V9qxVj6pPrL5b7q6mogB3mmUeqlVgPVSBBIobtxmnJ5E35GISNPvO2gFNvyMS0j/fc8TynDzZ3iPsxj6R/0FLhVAAHYBTYedVAJGQAGBNEtuqBk8TisEVOsA61f6AowkdoesHeUMGHA1xGo8RR3hLCj/iGa4+ZGRazMknck4C59RAoHAiiiT1ks1IkNrC7xCZl5ySRlO6Si+Ogo3WTkzLJIxaTP38kio2jKSNFIjalXTiARxHJbROFbnXmmTnEi6hurwaQ1jmLWNbffAA5yRCS7HdAGnCl1vCqQ/wCDFwP+Ykn6uQABqaJRPzPR6ogPw6cv7u1G4vfK4yx9Q05WCogLMewClxJPg7p+wg+in+p5PtEnwRaznFZ3cHNAbiytGo/l0OfGgREu68XYA/FR4V9KNlKnxOOTiitH+BiKODWhHmBmEwMpUcWL6BV7yaYtDKgju247nWJPBTUJ5mKRmIQh1djhy6eOalE0qoN0KxO6O4DxopNbXJkkG4QWicas5PWhpQ9665Zj9CBD9t+/7q1tWTmUAR5FRVmbPFS4/MikCWFpu/K3HYdRCve3WaUKqgAKNAAPq58lfpd56E6IewnWryMeJxQeVeddkZRgbrNvY1rfj72GR+VSK6KCSQc8K+nLmV/GQ73LrFHiWfv+4nr4nk4thfbXoj+oo4BDO57QumOQsOcwXXqJ+948n2SrHwBpSzMQFA1JJ6q/eJHl/wCZjvHzV9FJzUzPLEjb5V8YQsFqAWVs6kNJKQZip+4i1c3NrK9pAJ44t0BiiAZwwO61XVxFbOIcNkMVeTeC5LcV31qeSVhC7ykqiBguvCNV1ob1xIGml73YZx6uFHefVnbtZtSa4m93teJyi/WOLEnl1ZIyRRLMdSTyHAPFeo8jspcbpwcZDaUMBVAA8OWzEhllaQlWwwzwHqFRpzbNjycgpmjg9R7xUYYxEkqDksp0OKYF0yVzwcNxU+NSrFJoQG1B7jQe6cyDfSLO4i/p6zU0VsiZymshIPhgVfzujaMECpT3CzJndZmV8ephVwZuwlApH4ekwVVBJJ4ACuYYqxHP3LYB70Ti1ftFM0jdSRRiPwAKmtqTywcDEmIEbP3tzGatY0iwQVCgAg9oFO0uzTpHMdXtu5+2Pv6qYMrAEMDkEHrFNuXKowhf891u4kUh+WRo0VzF185CQWHrqVeaxnfzpiuunnQToyukcjR+Wo3sndIq5nW3nilRhNK7qz6FFG8SA3ncfNxs2pwNKhjZxqVGhx2qesVJh+tG0bp9YriCR7OUZB0IqcoF4IVzqalPqGKGvbxPJ1yr+vL1RNyDyhUTvvIGyMKoz2s2BUNv78Mf/SDUhhdjlsAMrHtKmpkdPsRRgrkfx1EsaLwVRgDoTjnDwjXLufBVyatBCv37g6+pFq7lm/hB5tPwpQA00HZythntpVB8VrIR2zKw1wiasauzbD+7Ou/EfDrU0u5cJmOaMjDRyD/rqK+2gJ8evkhNxZnU2wOGj74Sfhq6kt360nhdGFbOuksdoiG4tSUwskmMNqMhA3HLVbwG7ZzJIVXADMc6LTSpvauqOVVs9oFReUqaniQo6hSBibyEhc43ih31UH+IgCjlJo1ceDDPnMbroyn1im3uZfRDxjYdh44okEcCNCKmEgH3xmrVGH8JwabCjRg2hU1Pvt2IN6rUDvc00ePu7lQssq6Feo+Bq7kj3zndQLge0GtpEnqEsSsP/Tg1s8c5Hq3MNvHd6nCtglfCpA68DjiD2EHUGuuVeh9/PL1gD2nlGSsag5qJA33goBrhxPhRDWh0ZsYaHvPan6csTXLjQ7pxGv8AM50q7Kp6G3yi+t/pGoEjB47owT4nieT1DoDKsCD4GhloCsETdqMS3JbFri1YGYp9J4ODeO7xpsgs272EFieWQoJX3M5wdR1d9bRFlZqiqSmEkOOrfbRRW0ors/KwOdJDTRqI3LI78XVseTnk4mF8eymPN7OEMkaD7Urg4Zv5aOEin+U2/wDhXPlYHg4bzqKzsPLXgaRkYcVIweUsJW1cu2EIB03e3wFAqRxU8R48nFjgVwH5nlyrxNvIw4jtHgaRQ7gBmA1OOGa+kBvL4r0OreP5cvW6cm1LYuFy0THcI7taznGmeJXqoZJrUniaAIIIIPAg0GJwFhhTynbHUBTbkR4W0baf+Yw+l4DSlCoowFAwB4Acgya49JcAXUAPjzKk8qFIucJjTGN1c8qZU3Sp7wFM/nVpHcOrAojkAZ7ckHFbPhjkR42s7mJi6h98AxMSAVJHqPIcSyOANcd5r/td8RPKOAQYwiDwFHCyObOU902qexh56PJHBhxFfOQ/eHFfHkUMp6iMipZYRnOFbK+xs1dI380f+0ijF9E7m7kEnwPTdcCVwNe/l+zGx5WIV7lNRx4Gucfxb+lWkXk8PJoVqTxPIoe4ABcn6EQPW/f2LTNJO/7yZ/pN/Qdw5dBQ6fE3qE+uFOTtr6fPy48OcblkVXMyFf8Ay2D08aSnRXdSyr34GMmr2e7UXaXO+VHlpEpcIFXtOKspQuRl3Kr+WSadw/ysKIiPm3UqW0/iBXB5GxKyBoT2SIQ6H2itOdQFlPFW4FT4HToXdxGkLrFIkFukkoYqHzmQ4xg1e/tI5/8ACx/8q1fbTAYjK3cEBjHjgo1KAxLo2BgExsUJUHOhI6YyDS5t2Oo+4f6co1NRc6WIUDrdzwx2U6XMSuUCOd2TydDuvwIzoM1vW8h+xMNzPgeB6EytKcqMahe8kV5QPUdaGBSkmsaqFxy9c7N+BDyLhPvGhjHIcSDWWXGRCD+rnqFDAySSdSxPEsesnkHrrU+Z4LPbY9cC8sjJ8/NqvdI3bW0Jl8FT+lXM00w+mzbqRxA9chVfy4mpDcXjriS5ca/yoPsrTBUUFmYnAAGpJpML8nL2a4wX+Snf9siM1E3LnUpFhmC9prZ721uZ4nS8lUk27o2RJhM+BFEEEAgjUEHkA+TbSLywE8EnQZdP848rofR562KjxhHKcsUZ28XYt5gAgjBBpSbcnUfc/wCnJxfh4VkmFXZR344+NfSEYLeLamkV0PFWGRU01seyNvI/C2RW0UI7WgGfyIq4nuQozzSDcVu4hKW3MZiGQMDAxXlosriM/wAGdKbPcKAApQwALYNRDgM7tNmmA5q2lkJ7N4hRR5wjgOA5OPbQyKQKCxYgdbHUk0K1Pm+trU//AG93/TknjhiT6TuwVRVnKkPPzNFNzQ3XDOWyDIVraZSH0MWHf3hAx4KKs2JYkQ28I1cjiST+bGreWCRG3Xjkx+RGQanzYQPu3TodZ3+4D9wVcFpY8OpmlyUx1qOqkkjaU+QzxlFkPcTySQz3CTFIYnbSCPGTv46hwWok3lAZJLYMyuDxGDqGFK91c/K0uEaJGfcEHbgaEnSrO/tDgFjLbPuA+IBq6imXHFHDfpyGIXdwbTHODI3d18/DV1dA9kbQIPzQ1ef2ZpAJBNuOxBHBebVcGuLWkTe1fMgEEYINDMDtqv3P+lcAMDojxPUKBIkUq7cCauBcuJd47ke6RoECEigFHYOSJnPd1eJq4RTMDzn8K93aTSlQeAOhokNSKJpEUNgagDXd6IHnfomCyx7H5ITux6WVvIP3Q65WX0jfkORA8qxuUU8CwGgq+33Khnd13vpalVAxgUN5TxBq+VEZ3RUZd9XRDhTUMEdw2XS53ec3+0+VrvDsq6yQVbnioGqHeDYq7jiw7oSqb6kqdCMnQGpUgnOWR4tBKudSmeDdtB5SXVM8W1+0aIxc3RkUKwYAKgTOnWcclqEuBwnhJhl/GmDW37xB/GscxHgWUGrtr5pLmya3u3OXMTM8bL/AQdCtdeK1zcjPgqsxrgLOD4B5rg1DTqYcDyxkOcgr4Gjuj7o40oUDqFPhgPnHHEA9Q7zQCu/BeOvGvJdwMkcdNBQLMeJ7B2ml0UanrY9pp914yWXTOasrmeY5Ayu6iUBlNVTv+osKmjT+ZgKCFvk1sXdX3t7V8Duxy3d5FbYxMYNw80PSbrIxI+9X7SX89rLhtDEVdfFU1Wto3MYAwN1IR/yVtWdx3wwf7K2neQo7lyoETAE9gZDW1LlivA83AP0jrbO0B3BosfBV3eIZ335d10UM3DOAulXF/MYn303rg+S1TXAhjQtI73LqFA4kkEVZ7RFhHNvzzl52Dk9aITwq+f3Ev+2rqU+FvKf+Wr8z2dw54o4kt3bxGsZ/Kt75NNZwXefsc5HOhZk7iDk1LGwx2gimVnigupQAQSCsDDNQi8thb226DLuGKUp5cYJByOvurYMOO66/qlQGE848bxlt7DIccfMgEHqNKy+BoufXUYHfyDJCkqO00pa6uZcqnHH/AFpd+YeQMdvWBRBlIRXbvOp9QpMdrdbfVCwCyQcCRkc6tW6lus65q0iPigNf2OF4XhdnTcQuGDIxrbtiB/jKa21bOexCXP5VbmdupncKPwrk1Zr8jnYv8kVSqK54lPuVsHXvdq/Zwep3r9nU9YkNfs0vq362DEF7Cj/1rYKA9y/1etnRY7DGP99bMiJVgVR3URZ+8ygneIpUWYk53GLA+JPLtZ0jJyseqhfw1c21wzRNE6XBd1ZG4iv2U2IW8W/21ZbK2ckqFHaCJnfDeOKmeXm0Ch3OSccnBdpTefRS6Z3SerNR+W5OWJyRnqFJ884wT9VKCWTcKb+i5Rw9RbP9crmk2cPCVzQ2WR/FvmhsgeAep9kgdm49XmzF8EetpbPx/hPW1LP1Qv8A1rbFn7h/99batwcf3dv99bdtyP8Awp/31t5Ae61/q1ftF/8AirW2mQY/u4av2gc+NslbelB7oEr9oZ2H+BHW37pfCOOtv3h/yR1t2/HhuVt2+P4a25f+phW2b6tt34PjU8k3OzGV3fiSf+EDn5hoVU4VfE1GqjsSMtSTe4pJvcUs3uKWb3FLN7ilm9xSze4pZvcVHL7io5fcVHL7ilm9xUcvuKjl9xSTe4pJvcVHL7io5fcUs3uKSb3FQo47GUoa+bnx+7b/AE8yxeYjIiXjUCIOwKXao5fcVHL7io5fcVHL7io5fcVHL7io5fcVHL7io5fcVHL7io5fcVHL7io5fcVHL7io5fcVHL7io5fcVHL7ikm9xSt/mhxUHN//AFEyRTh0YZBGoI6bYlkXLsOKrSbzNqsR4DxpQAOAAx9VRXU8QRmiwRTllB1TvFECeHAf+Lsbp4M8h3Yx+ppmKM2dTrIajVFHUBj6qojm6nA4+IrIhdwrAn6DHgw6eq86zEfwpov1hcqwwR2g0fJZniPhxHTOic3GPF9SaGFRQAO4fVxqSUb9RWrFMMe0r5J6PZXoX+IdC+uoraK8iS+ijkKq0Lmtp3UVoLyGO7jSYhXiap5EnlMcNs6SENzkpCIc9eM5NXbbkYAMs75Zj3k9Zq7inVW3WKMG3T2HsPJtC3ecjIjDjeYDsHXV7DCSN4B2AOB1+FXUbw7hMO4wbnm6lSpoXZo0MgjcMEZlyVq7niLbWtonVHKq6OSSGq7hFywyIS43zpnRavIWuEBLQhwXUDrK1tS1WKKQRyOZVwrkZ3T31KkkTqGR0IZWB6wRW0LeSYgkIrglgOOO3FbRcWkFnbuDPL83Fv1cxTwtwkjYMuneOh/eE/Tp/wB4X8l+semWu2T4z0eyvQv8Q6HC4hZAexuKn1Gv3mzbG5S5B+xcD5iAms7+xon+Vg9U65hiH4cmrtbdTYzywFkEgabIGgJGoWtqGS4vYNx4RGI1fm8eXgdYp2QnmkZ14qjuFatuokFk6XNvLDbpHuBRphs/RpHub+SK3W8aV8QWwUHcUaZy3EqKxiO5uFUDgo5wUP8A4SH4BX/flnXoL74K6/2f/wD7VZwuE2zOihkBCrTskY2g8DFeKQvLrWI4rCWOa1eNtxRwCjT7JqFJNyztCoYZAOKUJCm0wyIugBdeh6dP06fpx8PSZVfHklhkZ7wCKS0t7uxuWtzGquwyPtHLcDUNvBNY3TW7wxBuK9eWNG2NnbwRu7hW5wPKThOONAMk9N8PdTCGJRxZsFv0HmPTLXbJ8Z6PZXoX+IdEHf2hcCaXuOKUhr66a4l/mYAU8sM1u+/BcQtuyRN3GtoXd/dOoQz3L77BBrup2CohJBMhSRD1g1tfaNxZQuHhspZcwqRqMgcQK2neWvyvc+VQRMAkpTQHJGVq7upLW9aQ7jMPmt/7lX092yqqiSYjRUGAoCgAAVeTwpbzpOgiCayJwJ3gavp7a9sWYw3MQXe8sYYEEYINbQu2uha8wzMynnNSxZ62hO7X87TylwhxK/Flwoqaa6s7lnZ0m3cgvqcFAK2ttC7t7dg1tazS5ijI4HA4lav52nukVJUYJubqDC40q+nle/kEk6uExvdq4A6Hp0/Tp+nHw9MhLXbloVc8AJ7anK237TW0s+ugR0Yug93Sneu2kvWHWI8fNr6kUVbTptCeMTwXaXoRELahQgP0KCC75pef3NV3+vFM62ibNEtvEGKLM5bDMccStbRvLix2XNKkCs4dCqLvsuSCxZKvrhNo3aSSxzRSuggJJ3FRQcbq0ALgF4piBgM0ZxmjKGmluUcrK66IgIxg6VLKlnabO+UygSMHmcsEVWfiVAqeWXZ+0bR5oY5HLmCSLiFLa7hA6Xplrtk+M9Hsr0L/ABD6z6dP06fpx8PTcJPDcxyI+cYXg9Yi+S3ULKRpiIeS6jxWkHNlNwr1buMYq82fNszfYwTXIcywI3ctSPIUQAu5yzHrJ7zS7LvoLSJIjFdhwIJW8ptwpnyiK2PYRWt1HKiGzkJUYGSGQgaGkt7q3RpDZXLyFDGrnIWVca4py4iU7zni7scs1CB5tnTyMYpnKK6yrjiAaaB76K3MF3ASUSeM64Q64KmkSN4rUwW0Ctv7gY5d2btPS9Mtdsnxno9lehf4h5nbclskQdTZggLclhVxErohdlLgEIPtEdlXEc0Z4PGwdTjvFTLHFGpOp1Y9Sr2k1ftbziO2dhBICVMxUFWNXcXykxhuZLjnMY47vGp44ox9t2Cj2mpUljbVXRgynwI8z6dP06fpx8PnDc2l1LjnZbWd4C/ju0JXlYAPNNK80jAdRZyTjzfplrtk+M9Hsr0L/EPMood2vAzdZCx1axvGdlRSMhHkO++NWFRrFbR3Fs6RLoql0JOBSKStsxUkVEiFrWwLYGMnKVapHdLtm0BnA+ccPnIduLVPbobOxgMCTRGXSQku6AOvcCa2hHIl7IJ/k0cXNJC3WUG82jeZ9On6dP04+Ho2W4PkRuROXB3gG3AAvmHDPEwWQD7JIDAH1Hl2U96J7lY5irheZQ8XPIMnGgqz+TGyvntSu/v5MYGTRAVQSSeAApwyOoZWHAhtQeX0y12yfGej2V6F/iHmb8xNs8uYYxGGBMgw29V+WeaAQNDzYC82DkVfmVtoFDNGYwoBjGF3aZljuYmjLLxGesVtyaWMiJC/MopCQ6oqgVtIx/JJ45w6RDLyRcCQa2lNY7Tt03BdQj6S9jLV9Ne3UuOduJuLBeCqBoqjzPp0/Tp+nHw8sRlljidkj++wGQtbf524Dodo2TpGu4ODqq4DKFNf9wH/APdU1/b8zPLDam3tOeRjDpvuSrA5NWEtrtO9uGgdBEXKiMFmkVKiv7rZdzG2/Lc23NtbSDvAXKmttxWpstoyQJOtursQnBQppUF/s+7e2nZNFcrwelVUluVF1OSuYYRqzKH0zW1TeWrbO+UQzkIXicNuFcqAGFbSnlEe27lHVwh50qAAzGpljmt7d5VZk3x5AzW1k8i3tZJbXmVKzCXAJdquViS72lbQSqUDEpLroTUpgSe2luJZgAWYJoETNXsUtpZxxzBmh+ddZRopZSACpraa2P8A7eujzoiErlvB9AtXbQ3CI6T80ABLuvuVdvPvW8RXeVF3RuDQbgHL6Za7ZPjPR7K9C/xD6z6dP06fpx8PLHzk6Qu0SfecLlR6zWxbnZ+1YruJ7idlEYWIfTVmGklWE5sxsw2pm0xvmTfrYr7T2Zd3T3Fu0ThXiaXUo2aEQ2xY3RuUtwcputoYQ1bDfZcEWszSyB2kPUiCrC5mRtszFXhTf1+6aQJdbRvZLl4wQ3NBtFTI4kCrGS9sYbovfWkZG9Kv2dDxArYksVrLskWy+WnzWJN75ytmSiK42rPdJdFlERjl4d5ard5pri2kijRMcXGOutmzm++S20Ji0GGhKFq2Zcu9vtC2uZlwoKJFkHia2NJeLBBJOOYlEN1C7YUEk8Er9mto2T3soD3UuJuckAwqu4J8FrZ1xELnac91CCFJdH8DxqwkivWMrIjlcPl98AEGtnS2ZiijjCSkb5KLgnC5wOX0y12yfGej2V6F/iHTnjk3Tht1g2PHFT81HPBNPPIhw+E0VVPVk1tkX7uj3EJfAkghGAFkb7RJapkjUnGWYKM+umAUDJJOmKdSVAJAPAHhUqZk1Tyh5XhRAAGSTUqSJ95SGH5VMkYY4BZguT6+SZPnPoeUPK8On6dP06fpx8PmCA2NCRkZq+WcX909y681ubrv2HJ08xtq42fdTIiTYVZo3EfDKPW15r+WM5jDIkUaH7wRBqfHpemWu2T4z0eyvQv8Q6W0msYC0fOSqMll3tUxxO/WzPkCXCXcbDCo0qLHkB0SrG3KS7NneRTEpDvvHVqsLYxHYW/uc0uN7ncZqKwmW2u/koiukZ9yJUHAdjGr1LrmJke2xkcyjuo3Khc3cuyGEshc+WUTeDmof7fDZ2MkV1nMiHKDCmtbWS2lu5Y/szOqndDdoWkESbUMtvdwoMI+4AVfHatQJO67SltESVQ4jgiAwgDUWktdmCVrTeJJRXRnVPBKhzfw2Nm8VySTIhDLopr6TxIx8SOl6dP06fpx8P1j0y12yfGej2V6J/iHSu2tpop0nhmA3t2SPhkVt4G7sWlyVt1Cbsq7pCLW0olNvA8CQmAkFGzqzb/Gtpi1lFobWcGISb0e9v5TJ0attvs26nRUuQYxKku7oGKmtqs0l26vdXckYd3YEHRQVCjSryNXmgMDziI43SuCQu9xraKKiRRRGcQ6lISCum/V4IdpbObMFykfk9hVkJ1VqmilntYnS3SJCscZl0d9SSWNXUUSXxDXNvMhdDJ6RCpGDV38/tMytdXLpksZhunCgjAA0UVtFFRYo4jOIdSkRBGm/UiyPGgUuq7oONM4JPS/vCfp0/Tj4frHpVoalpPjPS0TnWUn+F9QfrBwqgknsAoeSjPKf0A6Y8ljHKPAaH9KIKsAQe0H6vxLFz6tK0O5vH/Od7pJmWNcOg4stMQV0WQ/o1OGU8CDkfVZVRR1scUrFGbBIGrnsAoDn5cNJ3di9MDn4NVH3geK0SqqcI5+z3NTAg8CPqrgvjyYxxND5lHBkPVpwQeYzBMdS6jIPiKmbyDjeHk5q6m/Gaupvxmrqb8Zq6m/Gaupvxmrqb8Zq6m/Gaupvxmrqb8Zq6m/Gaupvxmrqb8Zq6m/Gaupvxmrqb8Zq6m/Gaupvxmrqb8Zq6m/GaupvxmpypP2iN6lLzEYMjcfMkwzBSSyjRsdoq4kQDqB0q7b2CrtvYtXbexau29i1dt7Fq7b2LV23sWrtvYtXbexau29i1dt7Fq7b2LV23sWrtvYtXbexau29i1dt7Fq7b2LV23sWryT1Hd/Sp3CpgsBxbPeajCIugA6X//EADoRAAEEAQAGBwcCBgIDAAAAAAEAAgMRBAUQEhUhMSA0QVFTc5ITFiIwVHKRQnEyQFJhYoEUoSOxwf/aAAgBAgEBPwDoE0vax3W0EDf8kaC9ozvQc08j8l7tlpKJfJxRHYCD+yjeWOAddH+QJAFkp0/9IRJceJRCFpkxHByBB6cgsUgOFUEAB2BSVs2eYKYbY0/2+c5waLKc57ymwSH9NKOBjOYsp8TXiqF9hUxMQojtWI5krL2BYKod1dN5d7QDspF7W6pB8IKjFMaD8xrO9bDe5GNhqwEAByGvssrLndNJ/iDwUUkkRLmmgFHmSGZrXUQf/qnJABB7VHKHcDz6MjiZAB2IxWTxTjst5qL438Ty+YwWb1ZWV7CgG2SEc+Ut4AAqLSMlgPaChyCkljjrbcBaMonhkEd2AnRvZsl7CLB5pjCbo81FE5r2vJHAqWUPoDUw7TQTqk2yHNa7ZNWDzWS7OjPxSuLCeJCiypYZS6740QVBkxTNDmuF9oPNZkzYWAkEm+ACdnsLCGh20R/2tGSvkxrdZIJF9I3RpDMex1G3DtBTc2E1ZIRkjDQ4vFJ2bAO0lQuDm7TeR5HVlMYYnOc0EgcCi4qIXIwf5DVpI/8AlYP7LRpdtSBSNYWHbAIRABNAAdgCAXAJoLjQCaNkAan2KN8E9gewtcLBCmr2rq71it2p4gf6gpRtRPFXbSoY3vlaGjjYWLH7GNrDV9td/Tnww8lzTRT43MdThRW0xw42Coog+RjdoEFya0NAaOQFAantDmOae0JzS1xHcscXPH9w1ZeLLNKHNqqWPjGBxc5w5VSnnLzTeWq0yIu4nkg0NFAa38tU4Dp5bIb8RWHhPcRJtUAf/SkdTHCxbgQ0d5WAHNyWktDRRvUDY1FxBKYSb6E0LZW0efYVJG6Nxa4LBxmsjEjhbnf9av8ASyZi1uyDRITybIu+KxpGMnY510CosmGXg14vuKLgLU21IOBpUWniE2NzkyJrei/lq/40G0XezBJNklGWjVcFLc+S5vtqAFADmsnE2Kex3C6NqKR3s2fEHcB/tNfQHBB4WkMiWGUFlUQtHSySwue+rvoyQslADh280KoVqdJ3LLmaTQFm6JQBcQBZQwtmMnm9MgkLxQI4/JklDCAQhLt2ACqKANLY/ZbAu6baIHe1fD3tRl/smyAnjSzMYZBbUoFCisdoxodhrg42oZXPJB6NkciiSeZ1PwrcKdw7VBjiMuNCyeH7fLcxrqsKbPwYXllue4cwwWt543gT+lbzxfp5/St54v003pW88X6ab0remL9NN6FvTF+mm9C3pi/TTehb0xfppvQt6Y3083pW9Mb6eb0rG0hhTPDWksf2Bwro5GksXHdsOcXP/paLK3xD4E3pW+IfAm9K3xD4E3pW+IfAm9K3xD4E3pW+IfAm9K3xD4E3pW+IfAm9K3xD4E3pW+ccc4ZgPtWNl4+SCYng947ehpWaRkUcMZp8ztkHuCxsSHGYGsaOXE9pKoKgqCoKgqCoKgqCoLLw4siMgtAeB8LhzC0XkPmxqk/jjcWuP7a9J5D4MY7H8byGN/crDwoseMcAXkfE48SVQVBUFQVBUFQVBUFQ7lpCAQVmQU17CC4DtCieJI2PHJzQfzr0j13R33u6NKl2qlSHbr0TzzPPdr0vyxPPb8zSPUsj7Vg9Tx/Lbr0j13R33O6V6rVq9eieeb57tel+WJ57ehaCGrt6GkepZH2rB6nj+W3XpHrujvud0aVKlXR0TzzfPdr0vyxPPb8zSPUsj7Vg9Tx/Lbr0j13R33O6dq+jonnm+e7Xpfliee3onV2ru6GkepZH2rB6nj+W3XpHrujvud0K10qVdDRPPN892vS/LE89vzNI9SyPtWD1PH8tuvSh2J8GU/wtkon9+hatWr1XrJoWeAC0PbmZEnY+ZxGvTPCLHf2MmaSgQQD2fL0m8NwZrPMUP9rDaW4mO0iiI23+NeTjx5ML4n8in5eXo4NjmaJWfpcDRXvDF4B/K94YvAP5XvDF4B/K94YvAP5XvDF4B/K94YvAP5XvDF4B/K94YvAP5XvDF4B/K94Y/AP5TJ8vSjdmMCKG6c67KhhZBEyNgoNGueFk8T43i2uCOZPowthnHtGfocOdLf8Ai+HIt/4vhyLf+L4ci3/i+HIt/wCL4ci3/i+HIt/4vhyLf+L4ci3/AIvhyI6fxuyN5UDZtJvZLLTYGmwwfqPQ/8QANxEAAQMCAwQGCgICAwAAAAAAAQACAwQREiExBRAVUSA0QVNzkhMiMDJSVGFykbFxoRRAQmLB/9oACAEDAQE/AOgAToF6GS18JRH+kASvRv5ItcNR7FjcbgEBHFkNU09pBH1KlYJGlzez/QAJNgE2HtcgA0ZBBGyfCNWrTpxZOuic75q5I7So74rDQhSCz3D6+2a0uNgmhjBqE6oibf1rqWpkfobBRzSMcDckdoVLH/km7SLWzKrIXQSBuMkEewjDfRE9t1LXQMeGm+uZQIcA4HIjJRn1iFKQZHEc/aOmtkAjI/mhLIAbOKLnHUlabtSAtnUjIIgM8ZAxFVMMUlmPAJOhU1BEKd72XDm/+KIAkghPiLcxp0YmgRkuv62ik2fI+V7sQAJyVLC5rAxzi7CpRgju0Zn2kzrC27ZmzRWY3OeWtadBqm7DpmOzLnDkSqjYUBaXRPLSOeYR1KgpZ58RjYXYQhTPpKmAzgYSQeYTJ45cYieHEEaclLI1li5uhyKnq4nRyMFySLAqOMtJJ3PbhcQN0WAFrntxC+Y0VI3Z8o9WFoeBoVNSQzwBumV2kKopZoHFr2m3YRoqGF87y0EDmSmbNkEgL3NwtP5C2tCyKqswAAtBsOk22IX0vmnbPhlZdtmu7CE/ZlS3QB38FCGUuLQxxIOYsm7NqnC+ED+SqlhY7A7JwOYWHkQtmSzMqo42PLQ9wxBBjQbqodhgldyYUVsBtqeR3N/6W32MEcLu25UUkjJAYiWn6IyPfbG4kgK6uU4houSiSTfdFh0OqY9zHh7TYgqC5iZfkFVuwU0pGuEqI4Zo3cnBTyMjic55ywlVknp5HyZ2vl/HTpdouiAY8XaPyopY5WBzHAhBsjHZWIU85ihkfgIIabJ73PcXONyTuhkdHKx41a4FRvD2NcCMwCq92GjqD/0O7Zm0qelpSyS+LESAAq7aAq42xta4+tcEgXCp6cRjE7N24BPlDcgnOLjc74/eRVOSKeKzS71Aq6vjDXRBpLiCD9LqNl3tdY4WkFx5BbRLXUjwHlxytYIi4RFjuawEAp7Q23Qpql9O/ENO0KGZkzA9hyW1K50sphYSGNOf1KNrqw5qigDniR7S5gP9qPAGNOEAkaLaDZJqWSOO1yFPRVMABew25hNjc4BQBsR0QIdoU6RjU6VzujH7wRRqqjAG+lIaBoE/ahEpsy7f7RqDR7OZO2jx4s3E6AHQlbF20a4SRyxgPbmMOhCrq2oirZWiMMs42YUwelY17siQjE5bMpYZ4jjve62rDHBO1jL2w9GGolgJLDqMwnXxG+5kROq2dTva3EXYQRcBFwaCXWAAuSjtIvmDfdjupauAROxEHLTmsuwewjhMgJBARhMdiXBXCJF16ODux+FjJbh9YjkmgD3WkIsDjcsJPMhNgsNU+IgZXKoqp9MHAxE3KqXGrnMjmFotopoWMaC2/RLQdQg1o0A3R7Tsw4m52y5Kqq3TBjbmwGf1Ps2SPYCAoaKvmYH2a1pzBfkuG1XfweZcNq/mIfMuG1nzMPmXDav5mHzrhtX8zD51w2s+Zh864ZV/Mw+dcMq/mIfOuGVfzMPmXDKv5iHzKpoK2Fhc9ocztLc+jT7Nq6huJrAG/E42C4PP30PnXB5++h864PP30PnXB5++h864PP30PnXB5++h864PP30PnXB5++h864PP30PnXBqg6Swn6ByqKSopiBKwjkew9DZUDHyvlkF2QtxEcyp6mWd5c9x+g7ArlXKuVcq5VyrlXKuVcqlqpIHggktJzbzW06dkFT6gsx7Q9o5X37Np2T1QD/caC538BVVVJO85kMHutHYrlXKuVcq5VyrlXKuVcqjl9ODSTHEx4OEnsKkYY3vYdWuI/G/ZnVa/7W7nZgoHM/VXzRJvYIuP9I+6sSxI3yQNxu2vrSeA3fsf36rwHdAOGXsKHrcP3hVvXKjxHfvfszqtf9rd9hyVhe6IBWEKwsrDkrDksI5IC27a+tJ4Dd+x/fqvBPQINzbnkj2a6I6BBEHCFY/3voetw/eFW9cqPEd+9+zOq1/2t6N8zl2q/qkq5BQPR2vrSeA3fsf36rwTvB3nPUbjuBvuoetw/eFW9cqPEd+9+zOq1/2t6NgrLCFYX6O19aTwG79j+/VeCdztQueuqzuNU3s1Rvft1Q9ztus89dF269qsbduhQ0Coetw/eFW9cqPEd+9+zOq1/wBrd/NE/tA/tYjy0CxLFnZYuhtfWk8Bu/Y/v1XgnogW6Fhvoetw/cFW9cqPEd+9+yvXirYxq6MED7d+uSwhYQrBYQrBWHLs3gXNu1bYsJaePtZC0HfsbOadna6FwCOR9ns9pdWQ2GhuVVuDqqdw0MjrfnfTVElPM2VhzCigpdokvhJjfq5hGS4JJ3w/C4JJ3w/C4JJ3w/C4JJ3w/C4JJ3w/C4JJ3w/C4JJ3w/C4JJ3w/C4JJ3w/C4JJ3w/ClZS7NcC8mWa12i1gppXzSvkebucbnfBM+CVkjDZzSmU8G0g6WE4H/wDNp0uuCVHxsXBKj42LglR8bFwSo+Ni4JUfGxcEqPjYuCVHxsXBKj42LglR8bFwSo7ZGKpli2c18MV3TuFnP5dD/9k=)
Know About the Time:
Morning:
- Morning starts with the sunrise.
- It is the period between midnight and noon.
Activities That We Do in the Morning:
Afternoon:
- The position of the sun is above our head in the afternoon. The sunlight is brightest at noon.
- It is the period after morning and before evening.
Activities That We Do in the Afternoon:
Evening:
- The sun sets in the evening.
- All kinds of birds and animals return to their nests during this time.
- We can see the moon in the evening.
- It is the period after the afternoon and before night.
Activities that we do in the evening:
Night:
- With the sunset arrives the night.
- We can see the twinkling stars in the sky at night
- This is the period between evening and morning.
Activities That We Do at Night:
Clock—Types and Uses:
- We use clocks to check the time.
- Time can be measured in hours, minutes and seconds.
Types of Clocks:
Clocks can be categorised into the following types-
Parts of an Analog Clock:
- The longer hand of the clock is called the minute hand as it tells us the minute.
- The shorter hand of the clock is called the hour hand as it tells us the hour.
- You may see another hand which is called the second hand; this hand tells about the second.
Clockwise Direction:
- The direction in which the hands of the clock move is called clockwise direction.
Anti-Clockwise Direction:
- The direction opposite to the clockwise direction is called the anti-clockwise direction.
How to Check the Time?
O’ Clock:
- When the minute hand touches 12, that is called O ‘clock.
Half past:
- When the minute hand touches 6 it is called half past.
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Quarter past:
- When the minute hand touches 3 that is called quarter past.
Quarter To:
- When the minute hand touches 9 that is called quarter to.
New Words:
Snack: A type of meal that is light on our stomach.
Twinkling: Something that shines from bright to faint.
Did You Know?
- The minute hand moves faster than the hour hand, and the second hand moves faster than the minute hand in an analogue clock.
- From 12 O’ clock midnight to 12 O’ clock noon, we add A.M. after the time as it is before noon.
- From 12 O’ clock noon to 12 O’ clock midnight, we add P.M. after time as it is after noon.