Match the terms in column I with those in column II:

$\begin{matrix} C o l u m n I & C o l u m n I I (i) Trypsin & (a) Liver (i i) Amylase & (b) Gastric glands (i i i) Bile & (c) Pancreas (i v) Pepsin & (d) Saliva \end{matrix}$

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Solution

(a) Trypsin - (i) Pancreas

(b) Amylase- (iv) Saliva

(c) Bile - (ii) Liver

(d) Pepsin- (iii) Gastric glands

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Similar questions

Q. Match the terms in column I with those in column II :

	Column I		Column II
(i)	Trypsin	(a)	Liver
(ii)	Amylase	(b)	Gastric glands
(iii)	Bile	(c)	Pancreas
(iv)	Pepsin	(d)	Saliva

Question 65
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\begin{matrix} Column I & column II (a) & If f (x) = \int_{0}^{g (x)} \frac{d t}{\sqrt{1 + t^{3}}} where g (x) = & (p) & 2 \int_{0}^{cos x} (1 + sin t^{2}) d t, then the value of f (\frac{π}{2}) is (b) & If \int_{a}^{b} (2 + x - x^{2}) d x is maximum, then (a + b) is & (q) & - 2 equal to (c) & If {lim}_{x \to 0} (\frac{sin 2 x}{x^{3}} + a + \frac{b}{x^{2}}) = 0, then (3a + b) is equal & (r) & 1 to (d) & Number of points of maxima for f (x) = \frac{x}{1 + x tan x} in & (s) & - 1 x ϵ (0, \frac{π}{2}) \end{matrix}

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Match the terms in column I with those in column II: Column IColumn II(i)Trypsin(a)Liver(ii)Amylase(b)Gastric glands(iii)Bile(c)Pancreas(iv)Pepsin(d)Saliva

(a) Trypsin - (i) Pancreas (b) Amylase- (iv) Saliva (c) Bile - (ii) Liver (d) Pepsin​​​​​​​- (iii) Gastric glands​​​​​​​ ​​​​​​​

Match the terms in column I with those in column II:

$\begin{matrix} C o l u m n I & C o l u m n I I (i) Trypsin & (a) Liver (i i) Amylase & (b) Gastric glands (i i i) Bile & (c) Pancreas (i v) Pepsin & (d) Saliva \end{matrix}$

(a) Trypsin - (i) Pancreas

(b) Amylase- (iv) Saliva

(c) Bile - (ii) Liver

(d) Pepsin- (iii) Gastric glands