AP ICET 2022 Question Paper Shift-2 (25th July)

Instructions

Read the passage below and choose the correct answer for the questions.

Every time someone mails a letter or hands over a currency note in India, every time an Indian bureaucrat stamps a document with an official seal, they are handling a symbol that dates back over 2,000 years: four lions sculpted in stone, one facing in each direction. The man who created this potent and enduring icon is a towering mysterious figure in India s history, a king from the third century BC whose ideas - above all, that a ruler must accept the diversity of his subjects' beliefs - were long forgotten but returned to inspire the modern day Indian state.

We know that today by the name Ashoka, to look at he was unprepossessing - a bit of a lens - breaker, as they say in Bollywood: short, fat and famously afflicted by bad skin. Yet he was a lucky man too, known in his lifetime as devanampiya, 'beloved of the gods'. He transformed what was still a nascent sect - Buddhism - into a world religion, transmitting its ethical vision across the subcontinent and the rest of Asia. And, most unusually for a royal- in any country at the time or since he spread his ideas not through violence, but through moral force and persuasion.

Question 141

The symbol the first paragraph describes is that of

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Question 142

The most important idea the modern Indian state has taken from Ahoka is ____________

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Question 143

The word 'unprepossessing' means

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Question 144

In the spread of Buddhism, Ashoka used _____________ force.

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Question 145

Identify the wrong statement a bout Ashoka.

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Instructions

For the following questions answer them individually

Question 146

If $$2^{x+l} + 3^{Y} = 59$$ and $$2^{x + 3} + 3^{y + 1} = 209$$, then the length of the hypotenuse of the right - angle triangle having $$x$$ and y as sides is

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Question 147

If $$a^{x} = b^{y} = c^{z} = a^{w}$$ and $$abc = d^{3}$$ then the harmonic mean of $$x,y$$ and z is

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Question 148

If $$25x^{2} + 58y^{2} + 16z^{2} = 30xy + 56yz$$, then x : y : z =

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Question 149

If $$x : y = 3 : 7$$ and $$x + y = 80$$ then $$x + 6 : y + 4$$ =

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Question 150

If a and b are two non-zero unequal numbers, then
$$\frac{(a-b)(\sqrt{a} - \sqrt{b})}{(a + b)(\sqrt{a} + \sqrt{b})}$$

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