Please solve the question

  c = -4 and  d= 6

Explanation:

8 - 2d = c

4c + 3d = 2    

Solve using the substitution method . Substitute the value of C in the first equation into the second equation and solve for d.

4(8- 2d) + 3d = 2       First apply the distributive property  

 32 - 8d + 3d = 2              Combine like terms on the left side

   32 - 5d = 2              Subtract 32 from both sides

 -32               -32

  -5d = -30        Now divide both sides by 5

   d = 6

Since the value of d is 6, input it into one of the equations to solve for c.

8 - 2(6) = c

8 - 12 = c

c = -4