[Download PDF] TS ICET 20th August 2021 Shift-1 Paper with Solutions

Instructions

For the following questions answer them individually

Question 111

The statement $$p \wedge(\sim q)\rightarrow$$ p is a _____

Video Solution

Question 112

Consider the following statement,
p: A is good at mathematics
q: A is good at English
for the statement p $$\rightarrow$$ q, the statement
'A is good in mathematics and A is not good in English" is

Video Solution

Question 113

In a town of 840 persons, 450 persons read Hindi newspaper, 300 read English newspaper and 200 both. Then the number of persons who read neither Hindi nor English news paper is

Video Solution

Question 114

If a set A has 4 elements, and the number of binary relations on A which are anti symmetric is $$2^{\alpha} \times 3^{\beta}$$, then $$\alpha + \beta = $$

Video Solution

Question 115

Let $$f : R \rightarrow R$$ be defined as $$f(x) =3x^{2} - 7$$ for all $$x \epsilon R$$ then f is

Video Solution

Question 116

A line makes intercept -3 from on the y-axis and has slope is $$\frac{3}{5}$$. Then, its equation is

Video Solution

Question 117

The points $$(p + 1, 1), (2p + 1, 3)$$ and $$(2p + 2, 2p)$$ lie on the same straight line only if $$p =$$

Video Solution

Question 118

If $$\tan \alpha = \cot \beta = 1$$ and $$\alpha, \beta$$ are both acute angles, then the value of $$2\alpha + \beta$$
is

Video Solution

Question 119

If $$13 \sin \theta = 12$$ and $$\theta$$ acute, then $$\frac{cosec \theta + \cot \theta}{\tan \theta + \sec \theta} =$$

Video Solution

Question 120

$$\frac{1+\sin \theta + \cos \theta}{1+\sin \theta - \cos \theta} =$$

Video Solution

CAT Content

TS ICET 20th August 2021 Shift-1

The statement $$p \wedge(\sim q)\rightarrow$$ p is a _____

Consider the following statement, p: A is good at mathematics q: A is good at English for the statement p $$\rightarrow$$ q, the statement 'A is good in mathematics and A is not good in English" is

In a town of 840 persons, 450 persons read Hindi newspaper, 300 read English newspaper and 200 both. Then the number of persons who read neither Hindi nor English news paper is

If a set A has 4 elements, and the number of binary relations on A which are anti symmetric is $$2^{\alpha} \times 3^{\beta}$$, then $$\alpha + \beta = $$

Let $$f : R \rightarrow R$$ be defined as $$f(x) =3x^{2} - 7$$ for all $$x \epsilon R$$ then f is

A line makes intercept -3 from on the y-axis and has slope is $$\frac{3}{5}$$. Then, its equation is

The points $$(p + 1, 1), (2p + 1, 3)$$ and $$(2p + 2, 2p)$$ lie on the same straight line only if $$p =$$

If $$\tan \alpha = \cot \beta = 1$$ and $$\alpha, \beta$$ are both acute angles, then the value of $$2\alpha + \beta$$ is

If $$13 \sin \theta = 12$$ and $$\theta$$ acute, then $$\frac{cosec \theta + \cot \theta}{\tan \theta + \sec \theta} =$$

$$\frac{1+\sin \theta + \cos \theta}{1+\sin \theta - \cos \theta} =$$

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Consider the following statement,
p: A is good at mathematics
q: A is good at English
for the statement p $$\rightarrow$$ q, the statement
'A is good in mathematics and A is not good in English" is

If $$\tan \alpha = \cot \beta = 1$$ and $$\alpha, \beta$$ are both acute angles, then the value of $$2\alpha + \beta$$
is