Solve for r 244=200(1+r/1)(3)

Math
244=200(1+r1)(3)
Rewrite the equation as 200(1+r1)(3)=244.
200(1+r1)(3)=244
Simplify.
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Divide r by 1.
200(1+r)⋅3=244
Multiply 3 by 200.
600(1+r)=244
600(1+r)=244
Divide each term by 600 and simplify.
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Divide each term in 600(1+r)=244 by 600.
600(1+r)600=244600
Cancel the common factor of 600.
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Cancel the common factor.
600(1+r)600=244600
Divide 1+r by 1.
1+r=244600
1+r=244600
Cancel the common factor of 244 and 600.
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Factor 4 out of 244.
1+r=4(61)600
Cancel the common factors.
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Factor 4 out of 600.
1+r=4⋅614⋅150
Cancel the common factor.
1+r=4⋅614⋅150
Rewrite the expression.
1+r=61150
1+r=61150
1+r=61150
1+r=61150
Move all terms not containing r to the right side of the equation.
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Subtract 1 from both sides of the equation.
r=61150-1
To write -1 as a fraction with a common denominator, multiply by 150150.
r=61150-1⋅150150
Combine -1 and 150150.
r=61150+-1⋅150150
Combine the numerators over the common denominator.
r=61-1⋅150150
Simplify the numerator.
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Multiply -1 by 150.
r=61-150150
Subtract 150 from 61.
r=-89150
r=-89150
Move the negative in front of the fraction.
r=-89150
r=-89150
The result can be shown in multiple forms.
Exact Form:
r=-89150
Decimal Form:
r=-0.593‾
Solve for r 244=200(1+r/1)(3)

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