List of top Questions asked in MAT

In given question, two parts of the sentence are left blank. Choose the set of words for the blanks that fits the meaning of the sentence as a whole in the best possible Way:
The newly-opened restaurant at the District Centre________ to the tastes of people from all walks of life and one is likely to find an_______ group there

In the given sentence, a part of the sentence is underlined. Beneath each sentence, four different ways of phrasing the underlined part are indicated. Choose the best alternative.
Though he was more faster then his opponent on the field, his chances of winning the race was low as he lacked the killer instinct.

In question, each sentence has four underlined words or phrases marked A, B, C and D. Choose one word or phrase that must be changed for the sentence to be correct.
He is one (A) of the shrewdest men (B) that is (C) in the (D) administration.

In the given sentence, a part of the sentence is underlined. Beneath each sentence, four different ways of phrasing the underlined part are indicated. Choose the best alternative.
Eaten in Portugal only, the Indians viewed the potato with suspicion for they assumed it had poisonous properties since only the white-skinned people consumed it.

Choose the option which contains a pair of words related to each other in the same way as the pair given in capital letters.
PLAGIARIZE: BORROW : :

Choose the option which contains a pair of words related to each other in the same way as the pair given in capital letters.
KING: CROWN : :

In given question, two parts of the sentence are left blank. Choose the set of words for the blanks that fits the meaning of the sentence as a whole in the best possible Way:
The village headman was unlettered, but he was no fool, he could see through the ______ of the businessman's proposition and promptly_______ him down.

Choose the option which contains a pair of words related to each other in the same way as the pair given in capital letters.
STABLE: ERRATIC: :

Choose the option which contains a pair of words related to each other in the same way as the pair given in capital letters.
IRK: APPEASE: :

Choose the option which contains a pair of words related to each other in the same way as the pair given in capital letters.
WHIP: FLAY : :

INVIDIOUS
Choose the one which is similar in meaning to the word given in capital letters.

LACHRYMOSE
Choose the one which is similar in meaning to the word given in capital letters.

PROLIFERATE
Select the one which is farthest in meaning from the given word.

CONSOLE
Select the one which is farthest in meaning from the given word.

REMOTE
Select the one which is farthest in meaning from the given word.

OBLITERATE
Select the one which is farthest in meaning from the given word.

ENCOMIUM
Choose the one which is similar in meaning to the word given in capital letters.

PUNCTILIOUS
Choose the one which is similar in meaning to the word given in capital letters.

FURLOUGH
Choose the one which is similar in meaning to the word given in capital letters.

The question below has two statements, I and Impark your answer as
Find the sum or a Geometric series 1, 3, 9, 27, 81_____ for N terms.
I. N^th term is 729.
II. Next term after the N^th term is thrice of it.

The question below has two statements, I and Impark your answer as
Find ²⁵C₁₀-
1. ²⁴C₁₄ = a
II. ²⁴C₉ = b

The question below has two statements, I and Impark your answer as
Meena wants to Find log₇₀ 96.
I. She knows the value of log₉₆ 70.
II. She knows the value of log₁₀ 70.

The question below has two statements, I and Impark your answer as
For an equation ax² + bx + c = 0, its roots are
I. Real and different if b² \(>\) 4ac.
II. Imaginary and equal if b² \(<\) 4ac.

The question below has two statements, I and Impark your answer as
For on equation ax³ + bx² + cx + d = 0, if its roots are α, β and y, then
Ι. \( \alpha \)+ \(\beta\)+ \(\gamma \) = c/a 
ΙI. \(\alpha\beta\gamma\) = d

The question below has two statements, I and Impark your answer as
For a differential expression
I. d/dx (sin²(3x)) = 2 cos (3x)
II. d/dx (a^u) = a^u (log a) du/dx