[Download PDF] AP ICET 2015 Paper with Solutions

Instructions

The letters of the English alphabet are arranged around a circle and are coded as follows:
(1) A vowel is coded as third vowel from it in the clock-wise direction.
(2) A consonant is coded as fifth consonant from it in the clock-wise dorection.
Reverse process is used for decoding. Answer questions using this coding and decoding processes.

Question 61

The string of letters which is coded as MUSIC is

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Question 62

The Code word for MATCH is

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Question 63

The letters P, T, O are coded respectively as the letters

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Question 64

The code word for PRINCE is

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Question 65

The letter X is coded as

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Instructions

For the following questions answer them individually

Question 66

The angle between the two hands of a clock at 8.20 AM is

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Question 67

The number of seconds in $$\frac{11}{36}$$ of an hour is

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Question 68

A is father of C, D is son of B and E is brother of A. If C is sister of D, then how is B related to E ?

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Question 69

Sunil reached the venue of a meeting at 8.50 am. He found that he was 30 minutes earlier than the chairperson who came 40 minutes late. The meeting was scheduled at

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Question 70

Given that $$x * y = \frac{x^2 + 4y^2}{xy}$$ and $$x \triangle y = \frac{x^2}{y}$$ for any real numbers x and y. If $$a * b = 4 \triangle 4$$ then b =

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CAT Content

AP ICET 2015

The string of letters which is coded as MUSIC is

The Code word for MATCH is

The letters P, T, O are coded respectively as the letters

The code word for PRINCE is

The letter X is coded as

The angle between the two hands of a clock at 8.20 AM is

The number of seconds in $$\frac{11}{36}$$ of an hour is

A is father of C, D is son of B and E is brother of A. If C is sister of D, then how is B related to E ?

Sunil reached the venue of a meeting at 8.50 am. He found that he was 30 minutes earlier than the chairperson who came 40 minutes late. The meeting was scheduled at

Given that $$x * y = \frac{x^2 + 4y^2}{xy}$$ and $$x \triangle y = \frac{x^2}{y}$$ for any real numbers x and y. If $$a * b = 4 \triangle 4$$ then b =

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