Answer :
7 + m = 3 and 4 * l - 10 = - 6;
=> m = 7 - 3 => m = 4;
4 * l = 10 - 6 => 4 * l = 4 => l = 4 / 4 => l = 1.
=> m = 7 - 3 => m = 4;
4 * l = 10 - 6 => 4 * l = 4 => l = 4 / 4 => l = 1.
the values of l and m that make each equation true are
m=-4 and l = 1
Given :
the given equation is [tex](7+m)+(4l-10)i=3 - 6i[/tex]
The given equations is in the form of a+ib where 'a' is the real part and 'b' is the imaginary part
Equate the real part and solve for m
[tex](7+m)+(4l-10)i=3 - 6i\\7+m=3\\m=3-7\\m=-4[/tex]
Now we equate the imaginary part and solve for 'l'
[tex](7+m)+(4l-10)i=3 - 6i\\4l-10=-6\\4l=-6+10\\4l=4\\divide \; by \; 4\\l=1\\[/tex]
So , the value of m=-4 and l=1
Learn more : brainly.com/question/5564133
