If $a^x = b,\, b^y = c$ and $c^z = 1$ (with $a > 0,\, a \neq 1$), then $xyz$ equals:

C-09-Q069: If $a^x = b,\, b^y = c$ and $c^z = 1$ (with $a > 0,\, a \neq 1$), then…

C-09-Q069: If $a^x = b,\, b^y = c$ and $c^z = 1$ (with $a > 0,\, a \neq 1$), then… | প্রশ্ন করি

a

b

c

abc