# Solve for K 168=(K(2400)*25^2)/600

168=K(2400)⋅252600
Rewrite the equation as K(2400)⋅252600=168.
K(2400)⋅252600=168
Simplify K(2400)⋅252600.
Cancel the common factor of 2400 and 600.
Factor 600 out of K(2400)⋅252.
600(K⋅(4)⋅252)600=168
Cancel the common factors.
Factor 600 out of 600.
600(K⋅(4)⋅252)600(1)=168
Cancel the common factor.
600(K⋅(4)⋅252)600⋅1=168
Rewrite the expression.
K⋅(4)⋅2521=168
Divide K⋅(4)⋅252 by 1.
K⋅(4)⋅252=168
K⋅(4)⋅252=168
K⋅(4)⋅252=168
Simplify the expression.
Move 4 to the left of K.
4⋅K⋅252=168
Raise 25 to the power of 2.
4K⋅625=168
Multiply 625 by 4.
2500K=168
2500K=168
2500K=168
Divide each term by 2500 and simplify.
Divide each term in 2500K=168 by 2500.
2500K2500=1682500
Cancel the common factor of 2500.
Cancel the common factor.
2500K2500=1682500
Divide K by 1.
K=1682500
K=1682500
Cancel the common factor of 168 and 2500.
Factor 4 out of 168.
K=4(42)2500
Cancel the common factors.
Factor 4 out of 2500.
K=4⋅424⋅625
Cancel the common factor.
K=4⋅424⋅625
Rewrite the expression.
K=42625
K=42625
K=42625
K=42625
The result can be shown in multiple forms.
Exact Form:
K=42625
Decimal Form:
K=0.0672
Solve for K 168=(K(2400)*25^2)/600

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