Find the missing value for

z^14/z^?

=z^2

11 answers

The missing value is 12.
To find the missing value, you can subtract the known exponent (2) from the given exponent (14):
14 - 2 = 12
So, the missing value is 12.
y^4/y^?=y^14
The missing value is 10.
To find the missing value, you can subtract the given exponent (14) from the known exponent (4):
4 - 14 = -10
So, the missing value is -10.
(x^5)^?=x^10
The missing value is 2.
To find the missing value, you can divide the given exponent (10) by the known exponent (5):
10 ÷ 5 = 2
So, the missing value is 2.
(7^6)^5
To simplify (7^6)^5, we need to multiply the exponents:

(7^6)^5 = 7^(6*5)

6*5 = 30, so

(7^6)^5 = 7^30
6^−7⋅6⋅6^−4=
To simplify 6^(-7) * 6 * 6^(-4), we add the exponents:

6^(-7) * 6 * 6^(-4) = 6^(-7 + 1 + -4) = 6^(-10)

So, 6^(-7) * 6 * 6^(-4) simplifies to 6^(-10).
6^−7=
1/6^?

6^(-7) is equal to 1/(6^7).

Therefore, 6^(-7) simplifies to 1/6^7.