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OpenStudy (anonymous):
Find the maturity value. principal -($1,400)rate- (16%) compounded- (quarterly) time -(6 years)
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OpenStudy (kropot72):
Maturity value = \[1400(1+0.04)^{24}\] = $2622.17
OpenStudy (anonymous):
the answer opiniona i have are $1,586.98 or 3,588.63 or 1,636.60 or 1,516.23
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