In 2007, the world's population reached 6.7 billion and was increasing at a rate of 1.2% per year. Assume that this growth rate remains constant. (In fact,the growth rate has decreased since 1987.) (a) Write a formula for the world population as a function of the number of years since 2007. (Note: Use the general exponential function.)
\(6.7\times (1.012)^t\) should work
I just had this problem today. The formula is P=6.7(1.012)^t
u had this today?
I had that problem online for math today.
what school do you go to?
University of Arizona.
no sh$% thats where i go!
ha thats funny.
what hall is your math in?
The ILC 141
ah cool the underground place hah, mines in cesar chavez
cool are you in math122b?
yah 122a/b
yeah thats what I meant. Did you do the last problem number 8 on the homework?
Thats what I am confused about.
sent you a message, im definitely not a creep i just think its quite a coincidence that we go to the same school
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