Evaluate 7 to the power of 2+6x−5+p

Question

when x=4 and p=2
(1 point)
Responses

35

70

56

21

Answer 1

To evaluate 7 to the power of 2+6x−5+p when x=4 and p=2, we substitute x=4 and p=2 into the expression.

Thus, we have: 7^(2+6x-5+p) = 7^(2+6(4)-5+2)

Simplifying this further: 7^(2+24-5+2) = 7^(23)

Therefore, the value of 7 to the power of 2+6x−5+p when x=4 and p=2 is 7^23, which is approximately 643,634,320,312,625,597,484,987,603,766,975.

Answer 2

so is it 35, 70, 56, or 21

Answer 3

The correct answer is not provided among the options given. Based on the calculations, the value of 7 to the power of 2+6x−5+p when x=4 and p=2 is approximately 643,634,320,312,625,597,484,987,603,766,975. Therefore, none of the options (35, 70, 56, or 21) are correct.