Question

For a material with a hall life of 4 years, the amount remaining in a sample after t can be found wit the equation f (t)=A(1/2) 4/t where S is the amount of material in the original sample. This function can be rewritten as f(t)= A(b)t what is the value of b?

Answer 1

f(t)= A(1/2)t.

Explanation:

The given function is f(t)= A(1/2) 4/t

We can rewrite the function as f(t)= A(b)t, where b is the constant value.

Comparing the two equations, we get:

A(b)t = A(1/2) 4/t

b = 1/2

Therefore, the value of b is 1/2.

Hence, the rewritten equation becomes f(t)= A(1/2)t. :)