Evaluate the Integral integral of -32 with respect to t

Problem

(∫_^)(−32*d(t))

Solution

1. Identify the integrand, which is a constant value −32

2. Apply the constant rule for integration, which states that (∫_^)(k*d(t))=k*t+C for any constant k

3. Add the constant of integration C to represent the family of all possible antiderivatives.

Final Answer

(∫_^)(−32*d(t))=−32*t+C

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