Find real numbers a and b such that the equation is true.
$( a - 4 ) + ( b + 5 ) i = 13 + 11 i$
A) $a = 20 , b = 9$
B) $a = 18 , b = 7$
C) $a = 19 , b = 8$
D) $a = 17 , b = 6$
E) $a = 21 , b = 10$

Question

Find real numbers a and b such that the equation is true. 
 $( a - 4 ) + ( b + 5 ) i = 13 + 11 i$  
A)  $a = 20 , b = 9$
B)  $a = 18 , b = 7$
C)  $a = 19 , b = 8$
D)  $a = 17 , b = 6$
E)  $a = 21 , b = 10$

Quizplus · Accepted Answer

The Answer of Find real numbers a and b such that the equation is true. 
 $( a - 4 ) + ( b + 5 ) i = 13 + 11 i$  
A)  $a = 20 , b = 9$
B)  $a = 18 , b = 7$
C)  $a = 19 , b = 8$
D)  $a = 17 , b = 6$
E)  $a = 21 , b = 10$

Find Real Numbers a and B Such That the Equation (a−4)+(b+5)i=13+11i( a - 4 ) + ( b + 5 ) i = 13 + 11 i(a−4)+(b+5)i=13+11i

Find Real Numbers a and B Such That the Equation $( a - 4 ) + ( b + 5 ) i = 13 + 11 i$