Which of the following equations uses the inverse property of logarithms correctly? A) log2(2^4)=4. B) 2^log2(4)=4. C) 2^log4(2)=4. D) log2(4^2)=2 E) 2^log4(4)=4. F) 4^log2(4)=4

(A) and (B)

Step-by-step explanation:

The inverse property of Logarithms is

㏒a = x or a^loga(x) = x

Using this property we check each option

(A) Log2(2^4) = 4          correct

(B) 2^log2(4) = 4           correct

(C) 2^log 4(2) 4           incorrect ( it equal to )

(D) log2(4^2)   2          incorrect  ( it is equal to 4)

(E)  2^log4(4) 4           incorrect ( it is equal to 2)

F) 4^log2(4)4               incorrect ( it is equal to 16)

4.08%

step-by-step explanation:

homozygous. one is homozygous, while two is heterozygous.