# FREE PowerSchool Aptitude Test: Puzzles Questions and Answers

#### M surpasses N in run scoring but falls short of P. In comparison to N and M, Q performs better. Who received the lowest rating?

Explanation

M scores more run than N.(M > N) M scores less than P. (P >M >N) Q scores more than N but less than M. So, Sequence of scoring run is P >M>Q>N. So, N is the lowest scorer.

#### Compared to his son, a man who is 24 years old. He will be twice as old as his son in two years. The age of his son at this time is?

Explanation

Let the present age of his son be X years.

So, the present age of his father = X+24 (as he is 24 years older than his son)

After 2 years, the father's age become (X+24+2) years and Son's age will be (X+2).

Now, according to the question,

X+24+2 = 2*(X +2)

Or, X = 22 years.

Son's present age = is 22 years.

#### A tree is located 7 from the left end and 14 from the right end in a row of trees. In the row, how many trees are there?

Explanation

= 7+14-1

= 20

#### In a class of 33 students, Raymart is ranked 13th. Sarah is ranked 5 pupils below average. Raymart and Sarah are separated by how many students?

#### How many of these letter pairings, each with the same number of letters between its two letters as there are between them in the English alphabets, are there in the word "Sending"?

Please select 2 correct answers

Explanation

I(N)G

S(ENDI)N

D(IN)G

#### What is the difference between the digits that are fourth from the right and third from the left in the new arrangement if each of the digits in the number 92581473 is put in ascending order? The number is arranged in ascending order as 123456789.

Explanation

The ascending order of the number is 123456789.

Required difference,

6-3 = 3.

#### A parking lot has 160 cars in it. There are two types of vehicles: cars and trucks, and red or green, accordingly. 120 cars, 70 of which are red, are on the road. What percentage of the 18 green trucks are red cars?

Explanation

Total number of Vehicles = 160

There are 70 red vehicles thus rest 90 are green vehicles,

out of which 18 are green trucks then we get,

Green cars = 90 - 18 = 72.

Given, Number of cars = 120.

Then, the number of red cars,

= 120 - 72

= 48 Red cars.