Question

find the least number which must be subtracted from 18265 so as to get a perfect square. also find the square root of the the perfect square so obtained

Answer 1

Answer:

135 , 40

Step-by-step explanation:

The number which should be subtracted from 18265 to get a perfect square is 40

Answer 2

To obtain a perfect square from the number 18265, the least number that needs to be subtracted from it is 40. The perfect square is 18225 and its square root is 135.

This can be determined by using mathematical equations and methods to find the square root of the result. The process involves finding the difference between 18265 and the perfect square, represented as 18265 - x, and then using this difference in an equation to solve for x. The equation can be manipulated to isolate x and then find its value. In this case, the value of x is 40, which is the number that must be subtracted from 18265 to get a perfect square. The resulting number, 18265 - 40 = 18225, is a perfect square and its square root can also be calculated.

This process of finding the difference between a number and a perfect square and then finding the square root of the result is a useful tool for solving mathematical problems.

For more such questions on the perfect square: https://brainly.in/question/21144771

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