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Asked: 1 year agoIn: Interest

Principal = ₹5000, rate = 9% p.a. and time = 146 days. Find the simple interest and the amount.

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a) ₹180 & ₹5180 b) ₹280 & ₹5280 c) ₹100 & ₹5080 d) ₹380 & ₹4180 correct answer is: a) ₹180 & ₹5180 Explanation Here,Principal(P) Rate(R) %Time(T) days or yearsWe know, S.I. S.I. S.I. ...

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Asked: 1 year agoIn: Ratio & Proportion

What number must be subtracted from each term of the ratio 17:33 so that the ratio becomes 7:15?

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a) 3 b) 5 c) 7 d) 9 correct answer is: a) 3 Explanation Let the number which must be subtract is According to the question, [cross multiply] [interchange]So, the number is which must be subtracted from ...

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Asked: 1 year agoIn: Interest

The simple interest at x% per annum for x years will be ₹x on a sum of?

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a) b) c) d) correct answer is: d) Explanation Here ‘a sum’ means ‘principal’.According to the question,Principle(p) = ?Rate(r) %Time(t) yearsS.I. So, We know, S.I. [cross multiply] Sum will be

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Asked: 1 year agoIn: Number System

What least number must be added to 68927 to make it exactly divisible by 93?

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a) 71 b) 78 c) 79 d) 80 correct answer is: c) 79 Explanation If we divide by then we get: as a quotient and as a remainder.Here, is the quotient and the next ...

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Asked: 1 year agoIn: Number System

Find the greatest number of 3 digits which can be subtracted from the greatest number of 5 digits, so that the remainder may be exactly divisible by 123.

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a) 979 b) 983 c) 989 d) 984 correct answer is: d) 984 Explanation digits greatest number is . digits greatest number is .If we subtract from , we get:Now, if we divide by ...

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Asked: 1 year agoIn: Number System

Find the sum of all numbers of three digits that can be formed with the digits 2, 3 and 4, no digit occurring more than once in any number.

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a) 1668 b) 1998 c) 2006 d) 2106 correct answer is: b) 1998 Explanation To find the sum of all three digits numbers that can be formed using the digits and without repetition, we can first ...

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Asked: 1 year agoIn: Number System

Find the sum of all numbers of four digits that can be formed with the digits 2, 3, 4 and 5 no digit occurring more than once in any number.

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a) 100324 b) 93334 c) 92224 d) 93324 correct answer is: d) 93324 Explanation To form a four digit number using the digits and without repeating any digit: There are choices for the thousands place ...

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