# Solve for r 40=(2000(r)*1)/2 40=2000(r)⋅12
Rewrite the equation as 2000(r)⋅12=40.
2000(r)⋅12=40
Simplify 2000(r)⋅12.
Cancel the common factor of 2000 and 2.
Factor 2 out of 2000(r)⋅1.
2(1000r⋅1)2=40
Cancel the common factors.
Factor 2 out of 2.
2(1000r⋅1)2(1)=40
Cancel the common factor.
2(1000r⋅1)2⋅1=40
Rewrite the expression.
1000r⋅11=40
Divide 1000r⋅1 by 1.
1000r⋅1=40
1000r⋅1=40
1000r⋅1=40
Multiply 1000 by 1.
1000r=40
1000r=40
Divide each term by 1000 and simplify.
Divide each term in 1000r=40 by 1000.
1000r1000=401000
Cancel the common factor of 1000.
Cancel the common factor.
1000r1000=401000
Divide r by 1.
r=401000
r=401000
Cancel the common factor of 40 and 1000.
Factor 40 out of 40.
r=40(1)1000
Cancel the common factors.
Factor 40 out of 1000.
r=40⋅140⋅25
Cancel the common factor.
r=40⋅140⋅25
Rewrite the expression.
r=125
r=125
r=125
r=125
The result can be shown in multiple forms.
Exact Form:
r=125
Decimal Form:
r=0.04
Solve for r 40=(2000(r)*1)/2

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