Question

if
${a}^{x} = {c}^{q} = b$
and
${c}^{y} = {a}^{z} = d$
then

(A) xy = qz
(B) x/y= q/z
(C) x+y=q+z
(D) x-y= q-z​

Answer 1

Answer:

 If a^x=c^q=b and c^y=a^z=d, a^x = btaking log on both sidex log a = log bx = log b / log asimilarly, y = log d / log c q = log ...

Answer 2

Answer:

transfer pollen grained from the another to the stigma of a different flower transfers limited number of pollens required pollination to transfer pollen grained it occurs in both unisexual and bisexual flowers

hope that u r helpful

transfers pollen grained from the another to the stigma of a different flower transfers limited number of pollens required pollination to transfer pollen grained from the another to the stigma of a different flower transfers limited number of pollens required pollination to transfer pollen grained it occurs in both unisexual and bisexual flowers

hope that u r helpful

Step-by-step explanation:

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