CBSE Class 11 Biology Chemical Coordination and Integration Assignments

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<p><span style="color: #ff0000;"><strong>Short Answer Type Questions</strong></span></p>
<p><strong>Question. Write any four characteristic features of hormones.</strong></p>
<p><span style="color: #ff0000;"><strong>Answer.</strong></span> (i) Hormones are intercellular chemical messengers. (ii) They have low molecular weight. (iii) They are effective in low concentration. (iv) They may accelerate or retard the specific reactions.</p>
<p><strong>Question. (a) What is intermedin?</strong><br /><strong>(b) (i) Name the smallest endocrine gland of human body.</strong><br /><strong>(ii) Name the hormone secreted by it.</strong></p>
<p><span style="color: #ff0000;"><strong>Answer.</strong></span> (a) Intermedin is a substance secreted by the pars intermedia of pituitary gland. (b) (i) Pituitary is the smallest endocrine gland of human body. (ii) Hormones of pituitary gland are growth hormone (GH), prolactin, TSH, ACTH, oxytocin, antidiuretic hormone, FSH, and LH.</p>
<p><strong>Question. Which two hormones regulate blood calcium levels? Briefly describe the feedback mechanism.</strong></p>
<p><span style="color: #ff0000;"><strong>Answer.</strong></span> Calcitonin and parathormone regulate blood calcium levels. Calcitonin is secreted when blood calcium levels are high. It lowers the calcium levels by decreasing mobilisation of Ca2+ from bones and prevents Ca2+ reabsorption in nephrons. Parathormone (PTH) is secreted in response to fall in blood calcium level. The release of parathormone increases blood calcium to normal by drawing calcium from bones into the plasma, by increasing calcium absorption in the digestive tract and by reducing loss of calcium in the urine. PTH has an effect that opposes the effect of calcitonin.</p>
<p><strong>Question. (a) Name the hormone which lowers the blood sugar level.</strong><br /><strong>(b) From where that hormone is secreted?</strong><br /><strong>(c) Describe functions of insulin.</strong></p>
<p><span style="color: #ff0000;"><strong>Answer.</strong> </span>(a) Insulin is the hormone which lowers the blood sugar level. (b) Insulin is secreted from the b-cells of islets of Langerhans of pancreas. (c) (i) It lowers blood glucose levels by stimulating the deposition of glycogen granules in the liver and muscles. (ii) It increases the glucose entry through the plasma membrane. (iii) Insulin increases protein synthesis by incorporation of amino acids into peptides. (iv) It helps in the deposition of fat in adipose tissue from glucose.</p>
<p><strong>Question. Mention the chemical nature of animal hormones and give their examples.</strong></p>
<p><span style="color: #ff0000;"><strong>Answer.</strong> </span>Chemical nature of animal hormones – (i) Protein nature – TSH, ACTH, FSH (ii) Steroid nature – Testosterone, estrogen (iii) Amino nature – Thyroxine, Epinephrine (iv) Polypeptide nature – ADH, Oxytocin</p>
<p><strong>Question. Write short notes on the functions of the following hormones :</strong><br /><strong>(a) Thymosin</strong><br /><strong>(b) Androgen</strong><br /><strong>(c) Estrogen</strong><br /><strong>(d) Insulin and Glucagon.</strong></p>
<p><span style="color: #ff0000;"><strong>Answer.</strong> </span>(a) Thymosin is secreted by thymus. It accelerates cell division, stimulates the development and differentiation of T-lymphocytes and also hastens attainment of sexual maturity. (b) Androgens are secreted by testis. They stimulate the development of male reproductive system, formation of sperms, development of male accessory sex characters and also determines the male sexual behaviour and the sex urge. (c) Estrogens are secreted by ovaries. It stimulates the female reproductive tract to grow to full size and become functional, differentiation of ova and development of accessory sex characters. (d) Insulin is secreted by the b-cells of the pancreas. It lowers blood glucose level, and promotes synthesis of proteins and fats. Glycogen is secreted by the a-cells of the pancreas. It increases the level of glucose in the blood.</p>
<p><strong>Question. Mention the name and source of the hormone which regulates the following:</strong><br /><strong>(a) Heart beat and blood pressure</strong><br /><strong>(b) Maturation of Graafian follicle</strong><br /><strong>(c) Milk secretion</strong><br /><strong>(d) Secretion of growth hormone</strong><br /><strong>(e) Lowers the level of calcium ion in blood</strong></p>
<p><strong><span style="color: #ff0000;">Answer</span>.</strong> The name and source of the hormones are given in the table: </p>
<p><img 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" alt="" /></p>
<p><span style="color: #ff0000;"><strong>Long Answer Type Questions</strong></span></p>
<p><strong>Question. Hypothalamus is a super master endocrine gland. Elaborate.</strong></p>
<p><span style="color: #ff0000;"><strong>Answer.</strong> </span>Hypothalamus is a super master endocrine gland as it secretes hormones that regulate the synthesis and secretion of pituitary gland which is a master gland. The hypothalamus is connected to the anterior lobe of pituitary gland by hypophysial portal veins, however, it is connected to the posterior lobe of pituitary gland mainly by axons of neurosecretory cells. The hormones produced by hypothalamus are of two types, the releasing hormones (which stimulate the secretion of pituitary hormones) and the inhibiting hormones (which inhibit secretions of pituitary hormones). The hormones secreted by hypothalamus are summarised below: (i) Adrenocorticotropic Releasing Hormone (ARH) or Corticotropin Releasing Hormone – It stimulates the anterior lobe of pituitary gland to secrete its adrenocorticotropic hormone (ACTH). (ii) Thyrotropin Releasing Hormone (TRH) – It stimulates the anterior lobe of pituitary gland to secrete its thyroid stimulating hormone (TSH) or thyrotropin. (iii) Growth Hormone-Releasing Hormone (GHRH) – It stimulates the anterior lobe of pituitary gland to release its growth hormone (GH) or somatotrophin. (iv) Growth Hormone-Inhibitory Hormone (GHIH) – This hormone is also called somatostatin (SS). It inhibits the secretion of growth hormone from the anterior lobe of pituitary gland. (v) Gonadotropin Releasing Hormone (GnRH)- It stimulates the anterior lobe of pituitary gland to secrete two gonadotropic hormones : Follicle Stimulating Hormone (FSH) and Luteinising Hormone (LH)). (vi) Prolactin Releasing hormone (PRH) – It stimulates the anterior lobe of the pituitary gland to secrete its prolactin hormone. (vii) Prolactin Inhibitory Hormone (PIH) – It inhibits the secretion of prolactin from the anterior lobe of pituitary gland. (viii) MSH Releasing Hormone (MSHRH) – It stimulates the intermediate lobe of pituitary gland to secrete its melanocyte stimulating hormone (MSH). (ix) MSH Inhibitory Hormone (MSHIH) – It inhibits the secretion of melanocyte stimulating hormone from the intermediate lobe of pituitary gland.</p>

Chapter 19 Excretory Products and their Elimination
CBSE Class 11 Biology Excretory Products and Their Elimination Assignments
Chapter 22 Chemical Coordination and Integration
CBSE Class 11 Biology Chemical Coordination and Integration Assignments

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