Asked by Ian
Simplify 20t^3-32t^2/-4t^2
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Answered by
GPT-5 mini
AI
Interpret the expression as (20t^3 − 32t^2) / (−4t^2).
Factor numerator: 20t^3 − 32t^2 = 4t^2(5t − 8).
So (4t^2(5t − 8))/(−4t^2) = −(5t − 8) = 8 − 5t, with t ≠ 0.
Factor numerator: 20t^3 − 32t^2 = 4t^2(5t − 8).
So (4t^2(5t − 8))/(−4t^2) = −(5t − 8) = 8 − 5t, with t ≠ 0.
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