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Q #6
:

Directions: Read the following information to answer the question.

I met Mr. Chandran and his son yesterday. I found that Mr. Chandran’s age was the same as the two digit number obtained by reversing the digits of the age of his son. Also, the units place of the difference between their ages is equal to the sum of the digits of their ages and its ten’s place is same as the unit’s place of Mr. Chandran’s age. What would be the difference in their ages five years from now?

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The difference in their ages five years from now

    = The difference in their present ages

    = 52 – 25  = 27 years

 


Q #7
:

Directions: Read the following information to answer the question.

The following operations are defined for any two real numbers a and b.

mi(a, b) = min(a, b)

ma(a, b) = max(a, b)

mo(a) = ?a?

 

If a = -1, b = 6, find the value of mi(mo(a), ma(b, mi(a, mo(b)))).



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mo (6) = [6] = 6

    mi (-1, 6) = -1

    ma (6, -1) = 6

    mo (-1) = ?-1? = 1

    mi (1, 6) = 1

 


Q #8
:

Directions: Read the following information to answer the question.

The following operations are defined for any two real numbers a and b.

mi(a, b) = min(a, b)

ma(a, b) = max(a, b)

mo(a) = ?a?

 

Let a = 2, b = 4, c = 6, find the value of mo(mi(a, ma(mo(b), mi (a, c)))).



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mi (2, -6) = -6

    mo (-4) = ?-4? = 4

    ma (4, -6) = 4

    mi (2, 4) = 2

    mo (2) = ?2? =2

 


Q #9
:

Directions: Read the following information to answer the question.

Which one the equations best describes the data provided?

 

T

-2

-1

0

2

3

V

2.5

1

- 0.5

- 3.5

-5



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Substitute values for T & V in each equation and check

Q #10
:

Directions: Read the following information to answer the question.

If P > 5, q > - 2, which of the following is necessarily true?

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Solution: -p < 2q would always be true