Question Solve the equation x=241195854Alternative Form x≈812.672199 Evaluate 241(815−x)=561Divide both sides 241241(815−x)=241561Divide the numbers 815−x=241561Move the constant to the right side −x=241561−815Subtract the numbers More Steps Evaluate 241561−815Reduce fractions to a common denominator 241561−241815×241Write all numerators above the common denominator 241561−815×241Multiply the numbers 241561−196415Subtract the numbers 241−195854Use b−a=−ba=−ba to rewrite the fraction −241195854 −x=−241195854Solution x=241195854Alternative Form x≈812.672199 Show Solution Rewrite the equation 241x=195854 Evaluate 241(815−x)=561Multiply More Steps Evaluate 241(815−x)Apply the distributive property 241×815−241xMultiply the numbers 196415−241x 196415−241x=561Move the constant to the right side −241x=−195854Solution 241x=195854 Show Solution Graph
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