
Students will use the basic integration formulas evaluating definite integrals with this flamingo themed engaging practice. Students will need to use the properties of indefinite integrals (integral of sum or difference of functions, moving the constant across the integral sign), the table of the common integrals and the fundamental theorem of calculus.
On each slide, students are given a function. They have to solve two problems - problem A is computing the definite integral with an integrand the given function from a to b, and the problem B is evaluating the definite integral of the same function this time from c to d. (a,b,c and d are given numbers). There are 8 slides (16 problems).
This practice can be used as a partner activity - partner A will solve A problem and partner B will solve B problem of each slide. Thus partners will cooperate when finding the indefinite integral of the given function.
Answer keys are included.
*This product is created as a Google Slides product, but it is uploaded here as a Power Point presentation and in PDF format.
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