prove that xa[b-c]/xb[a-c]/[xb/xa]c=1
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x^a(b - c) / x^b(a - c) ÷ (x^b/x^a)^c
= [x^(ab - ac) / x^(ab - bc)] ÷ x^(bc) / x^(ac)
= x^-2ac
= 1
I hope this answers help you
please make this answers brainliest
= [x^(ab - ac) / x^(ab - bc)] ÷ x^(bc) / x^(ac)
= x^-2ac
= 1
I hope this answers help you
please make this answers brainliest
Answered by
0
Answer:
x^a(b - c) / x^b(a - c) ÷ (x^b/x^a)^c
= [x^(ab - ac) / x^(ab - bc)] ÷ x^(bc) / x^(ac)
= x^-2ac
= 1
I hope this answers help you
please make this answers brainliest
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