Evaluate the Integral integral of 0 with respect to x

Problem

(∫_^)(0*d(x))

Solution

1. Identify the integrand, which is the constant function 0

2. Apply the power rule for integration or the rule for integrating a constant k where (∫_^)(k*d(x))=k*x+C

3. Substitute k=0 into the formula to get 0*x+C

4. Simplify the expression, noting that zero times any variable is zero.

Final Answer

(∫_^)(0*d(x))=C

Want more problems? Check here!