Question Simplify the expression 6j−6 Evaluate (3j−3)×2Multiply the terms 2(3j−3)Apply the distributive property 2×3j−2×3Multiply the numbers 6j−2×3Solution 6j−6 Show Solution Factor the expression 6(j−1) Evaluate (3j−3)×2Multiply the terms 2(3j−3)Factor the expression 2×3(j−1)Solution 6(j−1) Show Solution Find the roots j=1 Evaluate (3j−3)×2To find the roots of the expression,set the expression equal to 0 (3j−3)×2=0Multiply the terms 2(3j−3)=0Rewrite the expression 3j−3=0Move the constant to the right side 3j=0+3Removing 0 doesn't change the value,so remove it from the expression 3j=3Divide both sides 33j=33Divide the numbers j=33Solution More Steps Evaluate 33Reduce the numbers 11Calculate 1 j=1 Show Solution