The function f(x) = 16(5)x represents the growth of a bee population every year in a remote swamp. Jennifer wants to manipulate the formula to an equivalent form that calculates two times a year, not just once a year. Which function is correct for Jennifer's purpose, and what is the new growth rate?
@hero @Jim766
f(x)=8(5)^x; growth rate 500% f(x)=8(5)2^x; growth rate 8% f(x)=8(2.24)^x; growth rate 8% f(x)=8(2.24)^2x; growth rate 224%
5^x=t^2x, 5^x=(t2)^x t^2=5,t=5√=2.24 new rate=2.24 i think it can be 4th but why 8 in place of 16,i don't know.
Alright so that gets rid of answers A and B. Now how do we find the growth rate?
2.24 * 100 = 224%
Alright sweet, thank you.
I still assert that the original f(x) is NOT equivalent to any of the answer choices. You can simply graph each equation and see for yourself.
Thank you
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