1) What Do You Understand by the Venation of a Leaf? Name Two Types of Venations Seen in Plants.
- The arrangement of veins on the surface of a leaf is called venation.
- Venation can be parallel or intricate.
- Examples of parallel venation—Grass, wheat, and rice.
- Examples of intricate venation—Hibiscus, Rose, Mango, etc.
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PbNYGlzF0EcrsJYvkde7HJ/Id62MlhlpMduOwqasbOxM1aRbku7iyEdxYlTcwndGR/Cema1YtIvL/F1qdxPO0g3MpzyfTHSsS3jLSKZZfLVmALfj0rsYr5LeOLbKETA43dcelEW4wshyqOMUkZVz4fSHa4jOGOflH+fyq7YaTbQwJOzNGyt8oQ4IPsa0P7XS5Dx4QJjk9l9zXLapqFxbTKIAZlUYUYI/E/WptbqZJts9y8A6hbzaOLCO8lu7i3XzJXclggdm2qGPXG3t0rrq88+D16t74auHeORbvzt05ceo+UD8B+teh17tJ3grnpq9tQooorQZwHxROBpnGeJuP8AvivFPEK/OhxxgYGOnFe2fFD7umdP+Wv/ALJXiviNWEsZJGCo+UV8Pjf+RnP5fkjzK38VljRlfyWAwcMOPTpWzahVZs9T+NZGkbUtzknJI5J69K1rI7gCec+v4149f4mc73OR+LhJvNFPb7PJ/wCh1xMDYArt/i4uLnRj/wBMJOP+B1wUb4r6XL1fB0/T9TdbHTeH4xe61ZW7crJOoI9s8/pXqd+xkkmdeueAfrXnHw7h+0eKoWYZEMbyfpgfqa9AvHJ653E5z714uaP99GHZf1+REtwtmY5OOMjtUsahnPbvmktEJjTnBxzipoF3TBf7z4/D/Irx5PVkGbftnVrgnswH5ACiNh1qtfy/8TK6I/57N/M1H9p2r1rrlBsdjSMvFbwX7PpcER6ld7D3PNcxp2b7Ure2HPmOA307/pXU3kgkuG7KDxjsBXHXXLaImVDjIViSByRXOeIbgFti4UZ6HuP/ANeK6Mv5ayNkD5Ttz/n3rkL0/adQ7HbwPf8AyT+lbYSN53fQC/odqSVIxtPVs/5/ya6lUH3B1HXFZmi26CDBPUYC9K2reMtIN5GM8k9h1NcuKm51ARwnxJv/APSLPTUYEQx+a4A6O3/1h+tdb+zucnxH/wBu3/tWvK/EOonVtcvL0nImlJX/AHRwv6AV6p+zv97xH/26/wDtWvucppexlCHb/I6qHxo9sooor6k9AKKKKACiiigArgfinpS3OkW98sTNJC/lsQP4CCefxA/Ou+rnPHjTp4Lv2toxIdq71P8AcyN36VjXipU2mTJXiz5zv4mgZjGVYfxL3NRWV2qThWGEbhhnt9K054vPkdijBwOABnd6Csa601kmJQurd/UV89F2PPTV7Mn1CFmLGQKPm5561WjILqDxjpnpWhAzXFjsnLbocA4H3l7H+n4iqUySIyvG21gcrjtWzXUS00Mxojb+JGwny3CZyB3HU1toFkUHGI1HXHX3rL1RJmFq4Jkk83DH1JBrQtWaSRLeMEknDc960qaxTNJq9mSSNDtXOTKWyARwoH9eaja6zlCSSThRT7pvOmba2VX5E+XAxQrWtoyi53SStyQoztHpn1rFa6Gb1ZatbqKKNoX3tkjL5+8f8K2rYrdoqSqA4xs3Dt2zWT5toxMkICZHBYZYf0FTaY8txfJHBHJLI7DAQ/M9Ld2JSu7I90+HtlDZeF18tCJJJWaVsY3N049sYFdVVTTbVbHTLa2RNgjjClc5wcc/rVuvoaceWKR6oUUUVYHAfFA4/sv6y/8AsleK+KGPmQ5GPlUAj8a9p+KJ2/2Wev8ArR/6BXi/iNf3qBRwVGB+dfD43/kaT+X/AKSjy6/8VlvSMmyjIXndjn8K1rccLk5OeQOg61l6WM2seMhs54P0rXi/hJ4zj+tePX+JmD3OM+LpIutHB/593/8AQ688Rq9D+MA/03RgP+faT/0OvO4kLNgV9Tlv+5w9P1OiOx6Z8LLfnU7vHKxpCrfU5P8A6CK6684baBk4z9eax/h7am28HmTGDc3TNn1CgD+ea2ZG3X5GCRwK+Zx8+bFza6GUty1EduAFwQP6U+zGJo+cncDn8f8A61ISArFPSnRsIIZpH4EcDsT6YU15sfedu4jiZbvdIzE53MTUMl571kyXZ3HmoDdFnFfSLDlpHovgmEyTXV8ekMexT/tN/wDW/nW47ZJY9qq+GrY2PhK1B4e5JnYd8Hp+gFWpCQewzzz+dfOYqfNXdumhmzO1OQQ2hV88c5+lc3YRyTXRYcFT19T/AJJ/KtPXbg7tu4EHgj1xyadotuGKqx5PJ4/z7110/wB3Qcn1A6C1Qx26gqMkfrUPiG+/szwnezq2JJF8mPPq/B/TP5VeRdu1Sd2K434l6ht/s/TVI4U3EgHYnhR+QP51yYKn7bExT6a/cUkcGTmvZv2eRg+Iv+3b/wBq14wOa9o/Z66+Iv8At2/9q193gv48fn+R0UfjR7TRRRX0Z6AUUUUAFFFFABVa/txdadcQFd3mxsuM4zketWaDSaurAfOF5BLYXG+ASRTROeCc4Poaabqx1cGC+dbafkhiPlY+ma7b4naIttqi3yBUjugcndklwOcL/wDr615bd2xlkK7htPrwT7V83JSo1HBnBVhyyIZWSw1DDMzIDhufvKetJdBg7gEkD7ue6+tQPYyR8pIwIOCDzirEIWW1dZciSHgn1U9OPbp+VXzXRn00ICj3McMUecySjnpj8attNb2Ia3smWWZsiScdAO4X/Gs3Uxs0rYG5Lg8Hnr0pLBFghN5eg+SDiOPoZW9B7epq5LmijR6xVjSZ/sMXnSp+9kH7lGHT/bPtVJGDH51+Ynlj3NV55bi7naaWVg7enAA7Ae1RvbuyYkkYk9iSamysJRWxfZ1UBRgHsBzXoHwpsIrnxZBJcTN5kSmVAqk7z7nGAP515dGhtZABlieAAc8/SvXfhp4r0jwzaXi6wJo7htuJPKySP7oA561tRp3qpvZG1KFnc9tFLVHSNWttb0qDULAyG3nGUMiFCRnHQ89qvV7Z1BRRRQBwPxQx/wASvPrL/wCyV4v4ictdIMEHGAT9TXtHxO5/svP/AE1/9krxXxCd11EAT0JH5mvhcd/yNJ/L/wBJR5lf+Ky/pe4W6K3Iz2GOwrVjONqrnG4ZzWLYNutUbc3UjA+lbVuCWjLZ6jjPtXkV9GzmZx3xdGdQ0cD/AJ9X/wDQzXD2sGTk13XxYOdS0j2tG/8AQzXM6baG4ZI0GWkYKPx4r6PBT5cFD0OmOx6xotsbTwzpcDfKRAHIH+0dx/nToUL3zbueSf0q9PGI38sEYijCfgBj+lUrD5nd+5HB+tfJznzynPv+pjuy052x/KPvdRVXWXNv4Y1STPKW5X8yF/rV3btCgDt0xWJ4xmMHgq7GebiaOP8AXd/7LRhY81aC80HU8y80sTmrOkWj6nrFrZx53TyqnHbJ5/SqaKdtdr8MdOMviGa+YfJZRFhn+83A/TNfV16io0pT7I12R6PcBUkEMQAjjURqPYcfyqlK+3cT0UflU8hJJY+hPHas6+m22py20N/+uviKacmZHN38pnvgr4OD/wDX/wAK6TR4AgywOOFBArm7NPtN4zkdD1Pr/kj8q7SyXyLMDowGD9a78ZLlgoIC3DH5kw/2iAPb/IrxzxVqf9q+Kr65XlPM8tP91flH8s16xq1//ZPhu+v8YaKA7f8Afb5V/UivDI8luetdmS0dJ1X6f5lotoOK9o/Z8GD4h/7dv/ateMoMLXs/7Pwx/wAJB/27f+1a+nwX+8R+f5G9H40ezUUUV9Id4UUUUAFFFITgUALmqk+p2VqSLi7ijI6hnArhPFfxN/s2eS00e2N1MmQzDkKfwryLWNW1nVJGfUbxizndgxqNoJ6VhUrwhuRKcY7s941rxJ4T1C1ksb/U7Q7hxkhth9a8H1+L7DcN5DiWHdhZV+YN+VYos0ZxiSRznklsD9a1rXT7qG1L2k29WXmOVd4NeXiJwrO6WqOepUhLQWy1mRrcwtawyKw2kNnn3omhYSLK9iYVHDlScMD9fzqt5QguImnt5LRiw3PGd0R98HkfrXo+ieDtR1uGNhOGt2H3ywIH865oqbdkrmSg76HnNxbWcSPFeykOMMqLyWBzgj9KzZondlaRQFQYVVPCiu+n+G72/j/+zLi7SWZrRpraQKQo9AQSfcVyuvRT6Tcva3tmyPG21ioroqQcLJHViKSpJKOplb41GPm+hX/69OaXf8kaE57kdPoBTYS94xS3iZ2PJyMYq+bJNPUPfMjP1WNSevv2rI5CTS7KIMJbhDtjO7tj6mt66v4Gtw6sjPJwcL82PWuae+klYbSCo5O0YAqSW887EcSiNSPmboXP+HtTcnYlycnpser/AA21XV9Z19Y21WRrCyixJAqqEPGEUDHHqT3xXrVeR/B3Q0W6uNVKf6uLyQ57seTj8B+teuV7GGk5Uk2ehD4UFFFFdBZwXxOBJ0sL1zL/AOyV4p4hZ1vI12gnkA4969q+Jp/eaSPeX/2SvGPEjj7dGBknbg/nXwuO/wCRpP5f+ko8uv8AxWSaec2yqxAIyQAOelbdsNzp3weufpWLYKTCB3Uk8dq2rNGOCc5zwPTpXlYjdnOzjviscazpS/8ATl/7O1Q+C7U3OvWCAZxKHP0Xn+lL8Vj/AMVRp8f92xTP4sxrQ+HMPmatNMeBBbnn3bj+Wa9hS5MujL+6dC+E7a8fKzSbuoNQ2XMJxxuPXFLeEG3xnBYjPvUtrH+5iU5z16V8xtAyRYf72V7CuY+IT7PDVnCTzJclvyX/AOyrp2PXH4Vx/wARn/5BcAPSN5CPqQP6GujLlfEx8r/kBwyLxXrHgSxFh4QM7DEl9KX/AOAjgf1/OvMLeBp7iOGMZeRwij3JxXt0kCWdrb2MXCW0SxjHcgY/nXo5vVtSVNfaf4IqTIHJ2nb/ABHH9K57X502iEnoOR9f/rCuglGWEfHTjNclq0/2i8+YfxdvT/8AUP1rx8JG87kljQYWd1Ei4O7JPr3Ndd94KAuPrWRodp8pZh7A/qa240LykE+wrDF1Oaoxo4/4n34g0KzsFPz3MplYf7K8D9T+leZW4zzXR/EXUxfeLp4kbMVoot1+o+9+pP5Vz1ucLX1uCpOjhYxe+/3lotivZv2f/wDmYP8At2/9q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2) Can You Tell the Number of Cotyledons in a Seed by Looking at the Venation on Its Leaves?
- Yes, the number of cotyledons in the seed can be identified by looking at the venation of the leaf of the plant.
- The plants with parallel venation have monocot seeds, i.e., the seeds have one cotyledon.
- The plants with reticulate venation have dicot seeds, i.e., the seeds have two cotyledons.
3) What Are the Functions of Offsets in Water Hyacinths?
- Offset is a runner that originates from the axis of the leaf of a plant.
- It participates in vegetative propagation and helps in the rapid growth of the water hyacinth plant.
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)
4) What Are Tendrils? Write One Function of the Tendril.
- Tendrils are the modified stems generally found in climbers.
- Since climbers do not have strong stems, they develop tendrils that help them grow along horizontal support.
- Examples: Pea plant, grapevine.
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)