Subject

Quantitative Aptitude

Class

SSCCGL Class 12

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 Multiple Choice QuestionsMultiple Choice Questions

131.

A man rows down a river 15 km in 3 h with the stream and returns in 7 1 half straight h. The rate at which he rows in still water is

  • 2.5 km/h

  • 1.5 km/h

  • 3.5 km/h

  • 4.5 km/h

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132.

There is 100% increase to an amount in 8 yr, at simple interest. Find the compound interest of ₹ 8000 after 2 yr at the same rate of interest.

  • ₹ 2500

  • ₹ 2000

  • ₹ 2250

  • ₹ 2125


D.

₹ 2125

Let the rate of interest be r and principal be x.
After 8 yr, principal becomes 2x, i.e. Amount = ₹ 2x
∴  Interest = 2x - x = ₹ x
straight P space equals space fraction numerator straight x space cross times space straight r space cross times space 8 over denominator 100 end fraction
straight x space equals space fraction numerator straight x space cross times space straight r space cross times space 8 over denominator 100 end fraction
2 straight r space equals space 25 comma space space space straight r space equals space 25 over 2 space equals space 12 1 half percent sign

Case II,
P = ₹ 8000,  r = 12.5%  n = 2 yrs

straight A space equals space straight P open parentheses 1 space plus space straight r over 100 close parentheses to the power of straight n
straight A space equals space 8000 open parentheses 1 space plus space fraction numerator 25 over denominator 2 space cross times space 100 end fraction close parentheses squared
straight A space equals space 8000 open parentheses 9 over 8 close parentheses squared
space space space space equals space fraction numerator 8000 space cross times space 81 over denominator 64 end fraction space equals space ₹ space 10125
∴   Compound interest = ₹ (10125 - 8000) = ₹ 2125.

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133.

If the number p is 5 more than q and the sum of the squares of p and q is 55, then the product of p and q is

  • 10

  • -10

  • 15

  • -15

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134.

If straight a space plus space fraction numerator 1 over denominator straight a minus 2 end fraction space equals space 4 comma then the value of

  • 0

  • 2

  • -2

  • 4

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135.

If a + b + c = 2s, then
    fraction numerator left parenthesis straight s minus straight a right parenthesis squared space plus space left parenthesis straight s minus straight b right parenthesis squared space plus space left parenthesis straight s minus straight c right parenthesis squared space plus space straight s squared over denominator straight a squared space plus space straight b squared space plus space straight c squared end fraction is equal to

  • a2 + b2 + c2

  • 0

  • 1

  • 2

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136.

If (x + y) = 1,  then the value of 
                  fraction numerator 1 over denominator straight x cubed straight y cubed end fraction space minus space straight x cubed space minus space straight y cubed is

  • 3

  • -3

  • 1

  • -1

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137.

If a3 - b3 - c3 = 0,  then the value of a9 - b9 - c9 - 3a3b3c3 is

  • 1

  • 2

  • 0

  • -1

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138.

A horse is tied to a post by a rope. If the horse moves along a circular path always keeping the rope stretched and describes 88 m when it has traced out 72° at the centre at the length of the rope is 

  • 70 m

  • 75 m

  • 80 m

  • 65 m

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139.

Maximum value of (2 sin θ + 3 cos θ) is

  • 2

  • square root of 13

  • square root of 15

  • 1

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140.

The value of 152 (sin 30° + 2 cos2 45° + 3 sin 30° + 4 cos2 45° +...+17 sin 30° + 18 cos45°) is

  • an integer but not a perfect square

  • a rational number but not an integer

  • a perfect square of an integer

  • irrational

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