SOLUTION: Can you prove the statement " A^0 = 1 (as long as A is not equal to zero)" using the law of exponent? Explain. Thank you!

Question 232628: Can you prove the statement " A^0 = 1 (as long as A is not equal to zero)" using the law of exponent? Explain. Thank you!
Answer by stanbon(75887) (Show Source): You can put this solution on YOUR website!
Can you prove the statement " A^0 = 1 (as long as A is not equal to zero)" using the law of exponent?
---------------------
A/A = 1 as long as A is not zero
--------
A^1/A^1 = A^(1-1) = A^0
--------------------------
Therefore A^0 = 1 as long as A is not zero.
================================
Cheers,
Stan H.
RELATED QUESTIONS
can you help me on this hehe i need 3 examples of every law of exponents(FIRST TO FOURTH... (answered by Solver92311)

can u help me on this hehe i need 3 examples of every law of exponents(FIRST TO FOURTH... (answered by josgarithmetic)

can u help me on this hehe i need 3 examples of every law of exponents(FIRST TO FOURTH... (answered by Solver92311)

Can you please help me with this question: If B Is not equal to 0, classify the graph of... (answered by rothauserc)

Please help me with this question. Determine if the following statement is true: The... (answered by jim_thompson5910,lawdej)

Dear math teacher, Would you please explain why n cannot equal -4 and 5 as a solution (answered by solver91311)

The complex numbers z and w satisfy |z| = |w| = 1 and zw is not equal to -1. (a) Prove... (answered by math_tutor2020)

As long as x is not 0, X to exponent 0 is defined to be equal to ____. Using this... (answered by Alan3354,stanbon)

Please answer these questions i find it difficult to understand.. 1) Explain why can... (answered by richard1234)