Question

Choose the correct simplification of the expression (d3)5

Answer 1

d8
d15
d243
d

Answer 2

assuming this is (d^3)^5, you would multiply the exponents

Answer 3

because something like (d^3)^2 = d^(3*2) = d^6

Answer 4

d^6 isnt an option

Answer 5

that's just an example

Answer 6

sorry should have said that

Answer 7

oh i got d8.. is that right?

Answer 8

the exponents are 3 and 5, they multiply to ???

Answer 9

you don't add them, you multiply them

Answer 10

15

Answer 11

so its d15

Answer 12

yep

Answer 13

Choose the correct simplification of the expression (3x)4

Answer 14

its a small four on the top of the 3

Answer 15

(3x)^4 = (3^4)*x^4

(3x)^4 = 81x^4

Answer 16

Choose the correct simplification of the expression (x2y)2.

Answer 17

(x^2)^2 = ???

Answer 18

4? @jim_thompson5910

Answer 19

x^4 actually

Answer 20

so

\[\Large (x^2y)^2 = x^4y\]

Answer 21

x4y3
x6y6
x4y2
xy4

Answer 22

those r all the options @jim_thompson5910

Answer 23

oh sry, i meant to say

\[\Large (x^2y)^2 = x^4y^2\]