Which of the following is an example of how to develop the Power of Zero Rule of Exponents?(1 point)

Responses

2434=24−4=20=1
Start Fraction 2 superscript 4 baseline over 3 superscript 4 baseline End Fraction equals 2 superscript 4 minus 4 baseline equals 2 superscript 0 baseline equals 1

7372=73−2=71=7
Start Fraction 7 cubed over 7 squared End Fraction equals 7 superscript 3 minus 2 baseline equals 7 superscript 1 baseline equals 7

7272=72−2=70=1
Start Fraction 7 squared over 7 squared End Fraction equals 7 superscript 2 minus 2 baseline equals 7 superscript 0 baseline equals 1

41=4=41=4
Start Fraction 4 over 1 End Fraction equals 4 equals 4 superscript 1 baseline equals 4

1 answer

2434=24−4=20=1
This is an example of how to develop the Power of Zero Rule of Exponents because it demonstrates the process of applying exponents to simplify the expression to equal 1.