What is the answer to A=3000(1+(0.08)/(12))^{5(12)} ?

The answer to A=3000(1+(0.08)/(12))^{5(12)} is A=(125*12.08^{60})/(2^{117)*3^{59}}

Solve for A: A=3000(1+(0.08)/(12))^{5(12)}

The solution is A=(125*12.08^{60})/(2^{117)*3^{59}}

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A = 3000 (1 + \frac{0.08}{12})^{5 (12)}

A = \frac{125 \cdot 12.0 8 ^{60}}{2 ^{117} \cdot 3 ^{59}}

Decimal Notation

A = 4469.53712 \dots

Solution steps

A = 3000 (1 + \frac{0.08}{12})^{5 (12)}

Simplify

3000 (1 + \frac{0.08}{12})^{5 (12)} : \frac{125 \cdot 12.0 8 ^{60}}{2 ^{117} \cdot 3 ^{59}}

A = \frac{125 \cdot 12.0 8 ^{60}}{2 ^{117} \cdot 3 ^{59}}

x y + 4 y - 3 x - 12

2 z - z = 16

2 (2 + 18)

∣ 2 x - 1 ∣ + 8 = 8

(x) (x - 1) = 0

What is the answer to A=3000(1+(0.08)/(12))^{5(12)} ?
The answer to A=3000(1+(0.08)/(12))^{5(12)} is A=(125*12.08^{60})/(2^{117)*3^{59}}
Solve for A: A=3000(1+(0.08)/(12))^{5(12)}
The solution is A=(125*12.08^{60})/(2^{117)*3^{59}}