To evaluate Student N said he used this integral table: Table of Integrals (Briggs)

Subject:MathPrice:3.85 Bought3

Share With

To evaluate Student N said he used this integral table: Table of Integrals (Briggs).pdf But Student P thought there is no matching table entry, so we must use a trig identity like tan2 0 sec2 0- 1 to solve this problem. Which student do you think had the most efficient approach for this problem? Answer with N or P, and write one or more complete sentences to explain your reasoning
Table of Integrals Substitution Rule Integration by Parts f (g (z)) g' (z) dz = | f (u) du (u = g (z))| u du-uu- u du g(b) f (g(z)) g'(z) dz = -f(u) du 2 Basic Integrals n+1 dz 3.|cos az dz = a sín az 4. sin az dz =--cos az + C