SOLUTION: So lost can anyone help me? find k in the exponential function
N(t)=N base0e^kt, given that N(0)=1 and N(3)=7. thanks in advance.
Algebra.Com
Question 108088: So lost can anyone help me? find k in the exponential function
N(t)=N base0e^kt, given that N(0)=1 and N(3)=7. thanks in advance.
Answer by Fombitz(32388) (Show Source): You can put this solution on YOUR website!
where
N(0)=1 and N(3)=7
Use your two values to solve for and
k~0.649
Check your answers.
These values match your original values.
RELATED QUESTIONS
FInd k in the expontential function N(t)=N(o)e, given that N(0)=1 and... (answered by stanbon)
find N base 0 and k in the exponential function N(t)= N base 0e^kt, given that N(0) = 11... (answered by stanbon)
Very lost, can somebody please help me finish this proof?
1. (N > K) & (S > L)
2.(N > (answered by jim_thompson5910)
Find the sum in terms of n for
n
∑ {{{ (3k^2-5k+7) }}}
k=1
Given:
n
∑= (answered by greenestamps)
1: true or false
1000........................................998
(Sigma)7 (3/4)^n. =... (answered by ikleyn)
If h(0) = n^3-2n^2+5n+7 find h(0) and h(-1)
Can you please help me out? Thanks so much (answered by tommyt3rd)
My professor has taken the compound interest formula...
{{{ A(t)=P(1+r/n)^nt }}}
...and (answered by jim_thompson5910)
Can someone please help me with this problem:
Use a Venn Diagram and the given... (answered by stanbon)
If the number of soap, N, in two baths are modeled by... (answered by Boreal)