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Find a formula for the function represented by the integral.\int_{5}^{x}u3 du.Find the formula for the function represented by the integral.\int_{2}^{x^2}(t + 8) dt

Find a formula for the function represented by the integral.\int_{5}^{x}u3 du.Find the formula for the function represented by the integral.\int_{2}^{x^2}(t + 8) dt

As per the concept ofintegration, the value of the functionis[(x⁴/4) - (625/4)]The term integration in math is defined as the method of adding orsummingup the parts to find the whole and the reverse process of differentiation that is wereducethe functions into parts.Here we have given thatAnd now we have to perform the integration operation on it and then we have to find the simplified version of the function.As we all know the formula of theintegrationconcept, that is written as,=>Based on these details, we have simplify theexpressionas,Now, we have to apply the value of u with the given limit values, then we get the expression like the following,=> [(x⁴/4) - (5⁴/4)]When wesimplifythis one then we get,=> [(x⁴/4) - (625/4)]To know more aboutintegrationhere.brainly.com/question/18125359#SPJ4...

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