Evaluate the integral. $\int 6 \sec ( 3 x - 7 ) \mathrm { d } x$
A) $2 \ln | \tan ( 3 x - 7 ) | + C$
B) $2 \ln | \sec ( 3 x - 7 ) + \tan ( 3 x - 7 ) | + C$
C) $6 \ln | \sec ( 3 x - 7 ) + \tan ( 3 x - 7 ) | + C$
D) $\ln | \sec ( 3 x - 7 ) + \tan ( 3 x - 7 ) | + C$
E) $2 \ln | \sec ( 3 x - 7 ) | + C$

Question

Evaluate the integral.   $\int 6 \sec ( 3 x - 7 ) \mathrm { d } x$  
A) $2 \ln | \tan ( 3 x - 7 ) | + C$
B)   $2 \ln | \sec ( 3 x - 7 ) + \tan ( 3 x - 7 ) | + C$
C) $6 \ln | \sec ( 3 x - 7 ) + \tan ( 3 x - 7 ) | + C$
D) $\ln | \sec ( 3 x - 7 ) + \tan ( 3 x - 7 ) | + C$
E) $2 \ln | \sec ( 3 x - 7 ) | + C$

Quizplus · Accepted Answer

The Answer of Evaluate the integral.   $\int 6 \sec ( 3 x - 7 ) \mathrm { d } x$  
A) $2 \ln | \tan ( 3 x - 7 ) | + C$
B)   $2 \ln | \sec ( 3 x - 7 ) + \tan ( 3 x - 7 ) | + C$
C) $6 \ln | \sec ( 3 x - 7 ) + \tan ( 3 x - 7 ) | + C$
D) $\ln | \sec ( 3 x - 7 ) + \tan ( 3 x - 7 ) | + C$
E) $2 \ln | \sec ( 3 x - 7 ) | + C$

Evaluate the Integral ∫6sec⁡(3x−7)dx\int 6 \sec ( 3 x - 7 ) \mathrm { d } x∫6sec(3x−7)dx

Evaluate the Integral $\int 6 \sec ( 3 x - 7 ) \mathrm { d } x$