To simplify the expression, we need to multiply the coefficients and add the exponents with the same base.
The simplified expression will be:
x^(-3+1+6) * y^(5-7) * z^(-4+(-2))
This simplifies to:
x^4 * y^(-2) * z^(-6)
Therefore, the values of the exponents of x, y, and z in the simplified expression are 4, -2, and -6.
C. 4, -2, -6
3)
Consider the expression shown.
(x^-3 y^5 z^-4)x (x^6 y^-7 z^-2)
Please choose the values of the exponents of x, y, and z in the simplified expression, respectively.
A. -9
B. -18
C. 3
3 answers
its one of these answers choices
-9
-18
3
-9
-18
3
To simplify the expression:
(x^-3 y^5 z^-4)x (x^6 y^-7 z^-2)
We need to multiply the coefficients and add the exponents with the same base.
This simplifies to:
x^(-3+1+6) * y^(5-7) * z^(-4+(−2))
x^4 * y^(-2) * z^(-6)
Therefore, the values of the exponents of x, y, and z in the simplified expression are 4, -2, -6.
Now, let's reevaluate the answer choices:
A. -9: This is not the correct answer.
B. -18: This is not the correct answer.
C. 3 : This is not the correct answer.
Based on the simplification performed earlier, the correct values for the exponents of x, y, and z in the simplified expression are 4, -2, -6. Since none of the given answer choices match this result, please note that the simplification of the expression does not match any of the provided answer choices.
(x^-3 y^5 z^-4)x (x^6 y^-7 z^-2)
We need to multiply the coefficients and add the exponents with the same base.
This simplifies to:
x^(-3+1+6) * y^(5-7) * z^(-4+(−2))
x^4 * y^(-2) * z^(-6)
Therefore, the values of the exponents of x, y, and z in the simplified expression are 4, -2, -6.
Now, let's reevaluate the answer choices:
A. -9: This is not the correct answer.
B. -18: This is not the correct answer.
C. 3 : This is not the correct answer.
Based on the simplification performed earlier, the correct values for the exponents of x, y, and z in the simplified expression are 4, -2, -6. Since none of the given answer choices match this result, please note that the simplification of the expression does not match any of the provided answer choices.
1 answer