Question

Log₂16=4 can be written in the form 2ᴬ-B whene A= and B

Answer 1

To write log₂16 = 4 in the form 2ᴬ - B, we have A = 4 and B = 0.

Step-by-step explanation:

To write log₂16 = 4 in the form 2ᴬ - B, we need to find the values of A and B. Since log₂16 means that 2 raised to the power of A is equal to 16, we can write it as 2ᴬ = 16. Therefore, A = 4.

Now, to find B, we rewrite the equation as 2ᴬ - B = 16. Substituting the value of A, we get 2⁴ - B = 16. Simplifying, we find that B = 0.

So, the expression log₂16 = 4 can be written as 2⁴ - 0. Therefore, A = 4 and B = 0.