Specify the substitution you would choose to evaluate the integrals. $$\int \sqrt { 4 - 2 t } d t$$
A) u = t
B) $u = 4 - 2 t$
C) u = 2t
D) $u = \sqrt { 4 - 2 t }$

Name: Specify the substitution you would choose to evaluate the integrals. \[\int \sqrt { 4 - 2 t } d t\] A) u = t B) $u = 4 - 2 t$ C) u = 2t D) $u = \sqrt { 4 - 2 t }$
Brand: Quizplus
Rating: 4.8 (32 reviews)

Question

Quizplus · Accepted Answer

Choosing $u = 4 - 2 t$ simplifies the integral by directly substituting the expression under the square root, making the integral easier to solve.

Specify the Substitution You Would Choose to Evaluate the Integrals ∫4−2tdt\int \sqrt { 4 - 2 t } d t∫4−2t​dt

Specify the Substitution You Would Choose to Evaluate the Integrals $\int \sqrt { 4 - 2 t } d t$