If xa = cb and xc = ca then prove that a2 = bc
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Answered by
4
xa = cb
So ,
x = cb / a..... ( 1)
Now,
xc = ca
x = a.... ( 2)
From 1 and 2 ===
a = cb / a
a² = bc
Proved.
Answered by
0
Given xa = cb ⇒ x = (cb)1/a = cb/a --------(1) and xc = ca ⇒ (cb/a)c = ca [ from (1) ] ⇒ bc / a = a ( bases are equal powers should be equated) ⇒ a2 = bc.
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