Question Simplify the expression 43d2−32 Evaluate b×1×d2×3÷4b−8Multiply the terms More Steps Multiply the terms b×1×d2×3Rewrite the expression bd2×3Use the commutative property to reorder the terms 3bd2 3bd2÷4b−8Divide the terms More Steps Evaluate 3bd2÷4bRewrite the expression 4b3bd2Reduce the fraction 43d2 43d2−8Reduce fractions to a common denominator 43d2−48×4Write all numerators above the common denominator 43d2−8×4Solution 43d2−32 Show Solution Find the excluded values b=0 Evaluate b×1×d2×3÷(4b)−8To find the excluded values,set the denominators equal to 0 4b=0Solution b=0 Show Solution
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