Ask a New Question

Asked by jacqueline

Solve the problem. Leave the answer in exponential notation.
The expression 2^6 x64^t approximates the number of bacteria after t hours. After 1/2 hr, how many bacteria are those?
is it 2^6..
10 years ago

Answers

Answered by Damon
n = (2^6) (64)^t
if t = 1/2

n = (2^6) (64)^.5

but the square root of 64 is 8
so
n = 2^6 * 8
which is
2^6 * 2^3
which is 2^9
which is
512

by the way 2^6 = 64
10 years ago

Related Questions

Solve each equation and leave the answer in simplest radical form. x squared+6x-9=0 n squared-2n... Solve for X. Leave answers in logarithmic forms. 3^(2-x) = 2^x Thanks. Solve. Leave the answers in terms of pi ?. a)Find a polynomial for the sum of the areas of the circ... Solve for x,leave your answer in surd form. 2/x+2 + 3/x+1=5 solve for x leave your answer in the simplest radical form 9 4 3 solve for x leave your answer in simplest radical form 9,4,3 and find the number for x solve for x leave your answer in simplest form x 10 6 3 x= Solve for x. Leave your answer in simplest radical form 6, x, 6, 7 Solve 2/5(-5x+2)+3x-3=39 Leave your answer in simplified fraction form.
Ask a New Question
Archives Contact Us Privacy Policy Terms of Use