What is the answer to a=9000((1+(0.05)/4)^{4(6)}-1) ?

The answer to a=9000((1+(0.05)/4)^{4(6)}-1) is a=9000((4.05^{24})/(4^{24)}-1)

Solve for a: a=9000((1+(0.05)/4)^{4(6)}-1)

The solution is a=9000((4.05^{24})/(4^{24)}-1)

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a = 9000 ((1 + \frac{0.05}{4})^{4 (6)} - 1)

a = 9000 (\frac{4.0 5 ^{24}}{4 ^{24}} - 1)

Decimal Notation

a = 3126.15945 \dots

Solution steps

a = 9000 ((1 + \frac{0.05}{4})^{4 (6)} - 1)

Simplify

9000 ((1 + \frac{0.05}{4})^{4 (6)} - 1) : 9000 (\frac{4.0 5 ^{24}}{4 ^{24}} - 1)

a = 9000 (\frac{4.0 5 ^{24}}{4 ^{24}} - 1)

1 6^{(\frac{3}{2})}

7 + 8

5 x^{2} + 4 x + 3 = 0

\frac{12}{2 q} - \frac{6}{3 p}

0.06 y + 0.14 (3000 - y) = 0.42 y

What is the answer to a=9000((1+(0.05)/4)^{4(6)}-1) ?
The answer to a=9000((1+(0.05)/4)^{4(6)}-1) is a=9000((4.05^{24})/(4^{24)}-1)
Solve for a: a=9000((1+(0.05)/4)^{4(6)}-1)
The solution is a=9000((4.05^{24})/(4^{24)}-1)