Question (50−21x)×1226 Simplify the expression 61300−613x Evaluate (50−21x)×1226Multiply the terms 1226(50−21x)Apply the distributive property 1226×50−1226×21xMultiply the numbers 61300−1226×21xSolution More Steps Evaluate 1226×21Reduce the numbers 613×1Simplify 613 61300−613x Show Solution Factor the expression 613(100−x) Evaluate (50−21x)×1226Multiply the terms 1226(50−21x)Factor the expression 1226×21(100−x)Solution 613(100−x) Show Solution Find the roots x=100 Evaluate (50−21x)×1226To find the roots of the expression,set the expression equal to 0 (50−21x)×1226=0Multiply the terms 1226(50−21x)=0Rewrite the expression 50−21x=0Move the constant to the right side −21x=0−50Removing 0 doesn't change the value,so remove it from the expression −21x=−50Change the signs on both sides of the equation 21x=50Multiply by the reciprocal 21x×2=50×2Multiply x=50×2Solution x=100 Show Solution