Question

Two systems of equations are shown below:

Answer 1

Answer:

The solution of the equations in system A is,

(x,y) = (-0.8 , 2.8)

The system of equation B contains 2 identical equations or only 1 equation which will be represented by a straight line and will have infinite no. of solutions.

Step-by-step explanation:

The equations in system A are,

6x + y = -2 -----------------(1)

2x - 3y = -10 ---------------(2)

Doing   $(1) \times 3 + (2)$  we get,

20x = -16

⇒ x = - 0.8 --------------------(3)

From (3) putting the value of x in  (1) we get,

y = $(-6) \times (-0.8) -2$

  = 2.8 -----------------------(4)

So the solution is, (x , y) = (-0.8 , 2.8)

The system of equation B contains 2 identical equations or only 1 equation which will be represented by a straight line and will have infinite no. of solutions.