What is the answer to 153=(P-1900)/(51.1503948) ?

The answer to 153=(P-1900)/(51.1503948) is P=9726.01040…

Solve for P: 153=(P-1900)/(51.1503948)

The solution is P=9726.01040…

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153 = \frac{P - 1900}{51.1503948}

P = 9726.01040 \dots

Solution steps

153 = \frac{P - 1900}{51.1503948}

Switch sides

\frac{P - 1900}{51.1503948} = 153

Multiply both sides by

51.1503948

P - 1900 = 7826.01040 \dots

Move

1900

to the right side

P = 9726.01040 \dots

10 x^{2} - 3 x - 1

3 m^{2} - 7 m = 3

- 3 (w + 5) + 2 = 4 (w + 2)

\frac{10 ( 412.71 ) - ( 500 ) ( 20.898 )}{10 ( 33250 ) - ( 500 ) ^{2}}

\frac{1}{3} (0)

What is the answer to 153=(P-1900)/(51.1503948) ?
The answer to 153=(P-1900)/(51.1503948) is P=9726.01040…
Solve for P: 153=(P-1900)/(51.1503948)
The solution is P=9726.01040…