Estimate the value of ✔️45 to the nearest integer
A.-7
B.6
C.-6
D.7
An estimate for -✔️66 is
A.-6
B.-7
C.-8
D.-9
An estimate for ✔️123 is
A.10
B.11
C.12
D.13. (The check mark is square root)
6 * 6 = 36
7 * 7 = 49
The square root of 45 must be 7.
I'll be glad to check your answers for the other two.
Thanks but i figured the rest out after what you posted
is it c.
To estimate the value of the square root of a number to the nearest integer, you can follow these steps:
1. Find the two consecutive whole numbers that the square root lies between. For example, for √45, we know that it lies between the whole numbers 6 and 7 since 6^2 = 36 and 7^2 = 49.
2. Determine which whole number the square root is closer to. In this case, the square root of 45 is closer to 7 since 6 is further away.
Therefore, the estimated value of √45 to the nearest integer is 7. So, the correct answer for the first question is D.7.
Now let's apply the same steps to estimate the values for the other two questions:
1. For -√66, we need to consider the negative sign as well. The two consecutive whole numbers it lies between are -7 and -8 because (-8)^2 = 64 and (-7)^2 = 49.
2. By comparing the distances, we can see that the square root of 66 is closer to -8 than to -7.
Therefore, the estimated value of -√66 to the nearest integer is -8. So, the correct answer for the second question is C. -8.
1. For √123, the two consecutive whole numbers it lies between are 11 and 12 since 11^2 = 121 and 12^2 = 144.
2. Comparing the distances, we can conclude that the square root of 123 is closer to 11 than to 12.
Therefore, the estimated value of √123 to the nearest integer is 11. So, the correct answer for the third question is B.11.