A student instead of finding the value of 78 of a number, found the value of 718 of the number. If his answer differed from the actual one by 770, find the number.
Explanation:
This equation is very straightforward. If the number is 'x', then 7x8-7x18=770. On solving this equation, we get x = 1584. Hint: Students please note that if the difference in 78 and 718 of a number is 770, then the difference in 18 and 118 of the number should be 110. If we express this as an equation, we get x8-x18=110
or 10x = 110 × 18 × 8 or x = 11 × 18 × 8 You can further proceed from here in two ways: (i) the last digit of the required answer should be (1 × 8 × 8) = 4, (ii) number should be divisible by 11. In both cases, the answer that is obtained from the given choices is 1584.
Help us build a Free and Comprehensive Preparation portal for various competitive exams by providing us your valuable feedback about Apti4All and how it can be improved.