Differentiate implicitly to find $\frac { \partial z } { \partial y } \text {, given } 3 x + \sin ( 10 y + z ) = 0$
A) 3
B) 10
C)$- \frac { 3 } { \cos ( y + z ) }$
D)$- \frac { 10 } { \cos ( y + z ) }$
E) $- 10$

Question

Differentiate implicitly to find $\frac { \partial z } { \partial y } \text {, given } 3 x + \sin ( 10 y + z ) = 0$ 
A) 3
B) 10
C)$- \frac { 3 } { \cos ( y + z ) }$
D)$- \frac { 10 } { \cos ( y + z ) }$
E) $- 10$

Quizplus · Accepted Answer

The Answer of Differentiate implicitly to find $\frac { \partial z } { \partial y } \text {, given } 3 x + \sin ( 10 y + z ) = 0$ 
A) 3
B) 10
C)$- \frac { 3 } { \cos ( y + z ) }$
D)$- \frac { 10 } { \cos ( y + z ) }$
E) $- 10$

Differentiate Implicitly to Find ∂z∂y, given 3x+sin⁡(10y+z)=0\frac { \partial z } { \partial y } \text {, given } 3 x + \sin ( 10 y + z ) = 0∂y∂z​, given 3x+sin(10y+z)=0

Differentiate Implicitly to Find $\frac { \partial z } { \partial y } \text {, given } 3 x + \sin ( 10 y + z ) = 0$