2. The monthly income I, in dollars, from a new product is given by I(t) = 8900 5500e^0.007t

where t is the time, in months, since the product was first put on the market.

(a) What was the monthly income after the 10^th month and after the 100^th month? (Round your answers to the nearest cent.)

I(10)	=	$
I(100)	=	$

(b) What will the monthly income from the product approach as the time increases without bound? $