Question Simplify the expression 3a2−12ab+12b2−5a+10b Evaluate 3(a−2b)2−5(a−2b)Expand the expression More Steps Calculate 3(a−2b)2Simplify 3(a2−4ab+4b2)Apply the distributive property 3a2−3×4ab+3×4b2Multiply the numbers 3a2−12ab+3×4b2Multiply the numbers 3a2−12ab+12b2 3a2−12ab+12b2−5(a−2b)Solution More Steps Calculate −5(a−2b)Apply the distributive property −5a−(−5×2b)Multiply the numbers −5a−(−10b)If a negative sign or a subtraction symbol appears outside parentheses, remove the parentheses and change the sign of every term within the parentheses −5a+10b 3a2−12ab+12b2−5a+10b Show Solution Factor the expression (3a−6b−5)(a−2b) Evaluate 3(a−2b)2−5(a−2b)Rewrite the expression 3(a−2b)(a−2b)−5(a−2b)Factor out a−2b from the expression (3(a−2b)−5)(a−2b)Solution (3a−6b−5)(a−2b) Show Solution
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