Reasoning Explain why either a or b must be 0 if ab = 0, but neither a nor b
1 answer:
By the zero product property, a or b must be 0 if ab = 0. Or you could solve for each variable.
Divide both sides by b:
b=0/a —> b=0
Divide both sides by b:
a=0/b —> a=0
Hmm A could be 4 and b could be 1 because 4*1=4
You might be interested in
Answer:
your answer would be at 11 and 1
Step-by-step explanation:
Answer:
-155
Step-by-step explanation:
-2(9 - x - 7)
= -2(2 - x)
= -4 + 2x
Answer:
-4 + 2x
Answer:
13.81
Step-by-step explanation: