square root to nearset integer
125 11
200 14
-47 -6
The problem is on the right and the answer is on the left
Sorry problem on left answer on right
The first two are correct to the nearest integer.
The third is a trick question, you cannot take the square root of a negative number
oh thanks
let's look again at the third
if you had √-47 there would be no answer
but if you had
- √47 then it would be -6 to the nearest integer.
Actually, I think -7 is closer to -√47 than is -6.
-√47 = -6.85
To find the square root of a number and determine the nearest integer, you can start by calculating the square root of the number. Then, round the result to the nearest whole number.
Let's go through the examples you provided:
1. For the number 125:
- Calculate the square root of 125: approximately 11.18034
- Round the result to the nearest whole number: 11
2. For the number 200:
- Calculate the square root of 200: approximately 14.14214
- Round the result to the nearest whole number: 14
3. For the number -47:
- Calculate the square root of -47: undefined, as there is no real square root for negative numbers
- However, if you consider the square root of the positive value of -47, which is 47:
- Calculate the square root of 47: approximately 6.85565
- Round the result to the nearest whole number: 7
- Since the input is negative, the answer will be the negation of the positive result: -7
Therefore, the square root to the nearest integer of the numbers you provided are:
- For 125: 11
- For 200: 14
- For -47: -7