What is the answer to 10000*(1.06)^4+12000=x*((1.06)^{10}-1)/(0.06)+2000 ?

The answer to 10000*(1.06)^4+12000=x*((1.06)^{10}-1)/(0.06)+2000 is x=1716.49507…

Solve for x: 10000*(1.06)^4+12000=x*((1.06)^{10}-1)/(0.06)+2000

The solution is x=1716.49507…

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10000 \cdot (1.06)^{4} + 12000 = x \cdot \frac{( 1.06 ) ^{10} - 1}{0.06} + 2000

x = 1716.49507 \dots

Solution steps

10000 (1.06)^{4} + 12000 = x \frac{( 1.06 ) ^{10} - 1}{0.06} + 2000

Switch sides

x \frac{( 1.06 ) ^{10} - 1}{0.06} + 2000 = 10000 (1.06)^{4} + 12000

Move

2000

to the right side

x \frac{1.0 6 ^{10} - 1}{0.06} = 22624.7696

Simplify

\frac{1.0 6 ^{10} - 1}{0.06} : \frac{0.79084 \dots}{0.06}

x \frac{0.79084 \dots}{0.06} = 22624.7696

Multiply both sides by

0.06

0.79084 \dots x = 1357.486176

Divide both sides by

0.79084 \dots

x = 1716.49507 \dots

95 \cdot \frac{π}{180}

5 x = 5 x

2^{3} \cdot 2^{2}

x^{2} - 3 x + 2 = 0

(2 + 7 i) (2 - 7 i)

What is the answer to 10000*(1.06)^4+12000=x*((1.06)^{10}-1)/(0.06)+2000 ?
The answer to 10000*(1.06)^4+12000=x*((1.06)^{10}-1)/(0.06)+2000 is x=1716.49507…
Solve for x: 10000*(1.06)^4+12000=x*((1.06)^{10}-1)/(0.06)+2000
The solution is x=1716.49507…