what should be divided from
12150 to make it a perfect square
Answers
Answer:
Answer:Using the J programming language:
Find the square root of 12150:
%:12150
110.227
So any larger perfect squares must be squares of integers larger than 110.
Square the integers from 111 to 1000 and store the squares in sq.
sq=.2^~111 to 1000
Divide all the squares in sq by 12150 to find the ratio of each perfect square to 12150, and store the ratios in r.
r=.sq % 12150
Find all the ratios in r that are pure integers (no fractional ratios allowed so the final result will be an integer.). The smallest ratio is the smallest integer that can be multiplied with 12150 get a larger perfect square. To find the pure integers in r, find all the values in r where the floor of the number in r equals the original number in r:
r#~r=<.r
6 24 54
So multiplying 12150 by either 6, 24, or 54 will produce another perfect square. We’ll pick the smallest, 6, as the answer.
Check:
Take the square root of 12150 times 6, 24, and 54
%: 12150 * 6 24 54
270 540 810
The square root of 12150 * 6 is an integer (270).
Thus 12150 * 6 is a perfect square (270^2).
HOPE MY ANSWER HELPFUL TO YOU ❣️❣️❣️
Answer:
pls mark me as a brainliest