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Easy Elite English

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Easy Elite EnglishQ_01

If 10 % of Rs N = 20 % of Rs M, then:oM = N; oM = 2N; oM = N/2; oNone of the above.

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Easy Elite EnglishQ_02

If your money is doubled, the increase is:o50%; o100%; o200%; oNone of the above.

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Easy Elite EnglishQ_03

A and B are two bags each containing twenty kg sugar. From A, 50% of the sugar is transferred to B. Then from B 50% of its contents is transferred to A. Now of the bags A and B: oA has more sugar; oB has more sugar; oA & B have equal quantities; oNone of the above.

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Q_04

A increases a certain number first by 5% and then by 10%B increases the same number first by 10% and then by 5%What is the final value in these cases?oA gets a higher valueoB gets a higher valueoBoth get equal valuesoNone of the above

The sides of a triangle are 3, 4, 6 cm in length, it is: oAcute angled; oObtuse angled; oRight angled; oNone of the above.

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Easy Elite EnglishQ_05

Between 1 pm and 5 pm, the hour hand of a clock has turned through (degrees): o20˚; o60 ˚; o90 ˚; oNone of the above.

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Easy Elite EnglishQ_06

Two meter scales are placed, one horizontally and one vertically as shown. The line joining their free ends will make with the first ruler an angle of: o30˚; o45 ˚; o60 ˚; oNone of the above.

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Easy Elite EnglishQ_07

A square and a rectangle have equal areas.In terms of perimeters we can say:oBoth are equal; oSquare > Rectangle; oSquare < Rectangle; oNone of the above.

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Easy Elite EnglishQ_08

An equilateral triangle can be: oRight angled; oObtuse angled; oEither; oNeither.

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Easy Elite EnglishQ_09

AB || EC & EC bisects the exterior angle ACD.The triangle ABC is a / an: oEquilateral; oIsosceles; oScalene;oCan’t say.

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Easy Elite EnglishQ_10

Two lamp posts of unequal heights stand on perfectly flat road. The figure formed by the two poles, the lines joining their feet and their heads is a:oRectangle; oRhombus; oSquare; oNone of the above.

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Easy Elite EnglishQ_11

If there are 15 trees in a row and the gap between any two successive trees is 1 m, then the distance between the first tree and the last tree is: o14m; o15m; o16m; oNone of the above.

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Easy Elite English

Representative figure; not showing the actual no. of trees

Q_12

From 1 to 25, there are ---- even numbers: oEleven; oTwelve; oThirteen; oNone of the above.

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Easy Elite EnglishQ_13

A = set of whole numbers below 100.B = set of natural numbers below 100. The number of elements in the sets will be:oA has more elements; oB has more elements; oA, B have equal elements; oNone of the above.

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Easy Elite EnglishQ_14

A proper fraction has positive numerator and denominator. If both the numerator and the denominator are increased by 1, the new fraction will be:ogreater; oless; oequal; onone of the above.

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Easy Elite EnglishQ_15

The average age of the students of your class is 13 years. If two boys each 13 years of age join, then the new average will be:oIncreased; oDecreased; oUnchanged; oCan't say.

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Easy Elite EnglishQ_16

Two trains travelling at 65 and 130 km h─1 respectively start from a place A at 10 am and head towards the same destination B. If the first reaches B at 2 am, the second arrives there at: o12 noon; o1 pm; o2 pm; oCan't say because distance is not given.

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Easy Elite EnglishQ_17

X covers a distance in 2 hours, and Y covers double the distance in 1 hour. The speed of Y is:oTwice X's speed; oSame as X's speed; oThree times X's speed; oFour times X's speed.

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Easy Elite EnglishQ_18

The product of 10, 20, 30 and x is x. So the value of x is:o10; o600; o6000; oNone of the above.

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Easy Elite EnglishQ_19

A cuboid box has dimensions 10 m x 200 cm x 3000 mm. Its volume will be: o60 m3;o600 m3;o6000 m3;oNone of the above.

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Easy Elite EnglishQ_20

A boy is asked to make a triangle, a square, a pentagon, a hexagon, a heptagon, an octagon, a nonagon and a decagon using matchsticks, and place them in a row. How many match sticks will he need? o100; o50; o20; oNone of the aboveE E E :: Learning Through Activities

Easy Elite EnglishQ_21

Two red balls are placed in a row. In how many ways can a green ball and a yellow ball be placed in that row so that the two red balls are not together? o2 ways; o3 ways; o4 ways; omany ways.

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Easy Elite EnglishQ_22

Four friends meet at a party. All of them shake hands with each other. There is only one handshake between any two friends. The total number of handshakes: o4; o8; o12; oNone of the above.

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Easy Elite EnglishQ_23

In writing the numbers from 1 to 100, you use the digit 9: oNine times; oTen times; oEleven times; oTwelve times.

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Easy Elite EnglishQ_24

The number of diagonals possible in a pentagon is o5; o8; o10; o12.

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Easy Elite EnglishQ_25

The sum of natural numbers 1 to 100 is 5050. The sum of natural numbers from 1 to 50 is 1250. So the sum of natural numbers from 50 to 100 will be:oEqual to 5050 ─ 1250; oLess than 5050 ─ 1250; oGreater than 5050 ─ 1250; oNone of the above.

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Easy Elite EnglishQ_26

What is the square of 0.01? o0.1; o0.01; o0.001; o0.0001.

(0.001)2=?

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Easy Elite EnglishQ_27

If z = 25; y = 24; x = 23; and so on, the product (a x b x c….x x y x z)will be: o26; o0; o26! (= 1 x 2 x 3 x ... x 26); oNone of the above.

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Easy Elite EnglishQ_28

In the series 1, 1, 2, 3, 5, 8, 13, ... the next number is: o16; o18; o21; oNone of the above.

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Easy Elite EnglishQ_29