Question

2^5 over 2^3

Answer 1

2*2*2*2*2=?

Answer 2

32/8

Answer 3

did you try 4

Answer 4

2^5*2^3=2^{5-3}=2^?

Answer 5

so 32/8 is the answer

Answer 6

use power rules:
\[\frac{ a^c }{ a^b }=a^{c-b}\]

Answer 7

32/8 is fractional form, to simplify, it would just be 4

Answer 8

did you try 4

Answer 9

Yes MW.... it is 4

Answer 10

you're supposed to assist

Answer 11

(4^3)^5

Answer 12

use the exponent power rule

Answer 13

4*4*4= what?

Answer 14

64

Answer 15

12

Answer 16

uhhhh

Answer 17

not 12 XD first 4*4

Answer 18

my laptop typing in the wrong thing

Answer 19

(4^3)^5=4^15=?

Answer 20

use power rule \[(a^b)^c=a^{bc}\]

Answer 21

You need to know the rules of exponents:

Multiplication Rule: \(a^m \times a^n = a^{m + n} \)

Example: \(5^4 \times 5^3 = 5^{4 + 3} = 5^7\)

Division Rule: \(\dfrac{a^m}{a^n} = a^{m - n}\)

Example: \(\dfrac{3^{15} }{3^9} = 3^{15 - 9} = 3^6\)

Raising a Power to a Power Rule: \((a^m)^n = a^{mn} \)

Example: \((8^6)^3 = 8^{6 \times 3} = 8^{18} \)

Raising a Product to a Power Rule: \((abc)^n = a^nb^nc^n\)

Example: \((3x)^5 = 3^5x^5\)

Answer 22

\[\frac{ 2^5 }{ 2^3 }= 2^{5-3}=2^{2}=?\]

So what would the answer be @tasha378 ?