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5(−4t−5u)+8u−7(u+2t)

Question

5(−4t−5u)+8u−7(u+2t)

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Solution

Sure, let's solve this step by step:

  1. Distribute the 5 into the parentheses: 5 * -4t + 5 * -5u + 8u - 7(u + 2t) This simplifies to: -20t - 25u + 8u - 7(u + 2t)

  2. Distribute the -7 into the parentheses: -20t - 25u + 8u - 7u - 14t This simplifies to: -20t - 25u + 8u - 7u - 14t

  3. Combine like terms: -20t - 14t - 25u + 8u - 7u This simplifies to: -34t - 24u

So, the simplified form of the expression 5(−4t−5u)+8u−7(u+2t) is -34t - 24u.

This problem has been solved

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-10a + 5a2 / -5a

1/2

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