Hello everyone,
Can you please explain how to solve v'(10)=37,500^e10/8?
A tapestry purchased in 1998 for $300,000 is estimated to be worth v(t)=300,000e^t/8 dollars after t years. At what rate will the tapestry be appreciating in 2008?
I start v'(t)=300,000e^t/8*1/8=37,500e^t/8
t=2008-1998=10
v'(10)=37,500^e10/8
* I figured it out 37,500 * 3.49034~130,888[FONT=MathJax_Main][/FONT][FONT=MathJax_Main][/FONT]
Can you please explain how to solve v'(10)=37,500^e10/8?
A tapestry purchased in 1998 for $300,000 is estimated to be worth v(t)=300,000e^t/8 dollars after t years. At what rate will the tapestry be appreciating in 2008?
I start v'(t)=300,000e^t/8*1/8=37,500e^t/8
t=2008-1998=10
v'(10)=37,500^e10/8
* I figured it out 37,500 * 3.49034~130,888[FONT=MathJax_Main][/FONT][FONT=MathJax_Main][/FONT]
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