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AnswersRelated Find the smallest positive integer which must be subtracted from both the terms of ratio 6 : 7. So that the result gives a ratio, less than 16 : 21a)2b)4c)3d)5e)None of theseCorrect answer is option 'C'. Can you explain this answer? Let the whole number is X. Now, according to question, (6 -X) /(7 -X) < 16/21. 21 *(6 -X) < 16 *(7 -X) 126 - 21X < 112 - 16X 126 - 112 < - 16X + 21X 14 < 5X 5X > 14 X > 2.8 So, Least such whol number would be 3.
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 Let the whole number is X.Now, according to question,(6 -X) /(7 -X) < 16/21.21 *(6 -X) < 16 *(7 -X)126 - 21X < 112 - 16X126 - 112 < - 16X + 21X14 < 5X5X > 14X > 2.8So, Least such whol number would be 3.
Correct Answer:
Description for Correct answer: 126 - 21x < 112 - 16x 126 - 112 < 21x - 16x 14 < 5x \( \Large \frac{14}{5} < x \) 2.8 < x x = 3 (From option) Part of solved Ratio and Proportions questions and answers : >> Aptitude >> Ratio and Proportions Which smallest integer must be subtracted from both the TE ratio 6/7 so that the new ratio is less than 16 21?Answer : The smallest positive integer is 3.
Which is the least whole number?Least whole number is 0.
What least number must be subtracted from each of the numbers 14 17 34 and 42 so that remainders may be proportional?what least number must be subtracted from each of the numbers 14,17,34 and 42, so that the remainders may be proportional,,,,and its answer is 2 solved them.
What is the smallest number which when subtracted?The first number is the minuend; it is the number from which everything is subtracted, and it must be bigger. The subtrahend is the number that is subtracted, and it must be the smaller value. Arithmetic operations include minuend, subtrahend, and addition.
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