A computer is purchased for $\$ 3200$. Its value each year is about $75 \%$ of the value the preceding year. Its value, in dollars, after $t$ years is given by the exponential function $V(t)=3200(0.75)^{t}$. Find the value of the computer after 10 years.
A) $\$ 24,000.00$
B) $\$ 135.15$
C) $\$ 101.36$
D) $\$ 180.20$

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The Answer of A computer is purchased for $\$ 3200$. Its value each year is about $75 \%$ of the value the preceding year. Its value, in dollars, after $t$ years is given by the exponential function $V(t)=3200(0.75)^{t}$. Find the value of the computer after 10 years.
A) $\$ 24,000.00$
B) $\$ 135.15$
C) $\$ 101.36$
D) $\$ 180.20$

A Computer Is Purchased For $3200\$ 3200$3200 Its Value Each Year Is About

A Computer Is Purchased For $\$ 3200$ Its Value Each Year Is About