Question

A pair of linear equations 2 + = 2 and 2 − = 4 are represented graphically.

A pair of linear equations when represented graphically shows a straight line. From the graph

we can find whether the pair of linear equations are consistent or inconsistent.

(a) The solution of given pair of linear equations 2 + = 2 and 2 − = 4 is

(i) (2,0) (ii) (0,2) (iii) (2,2) (iv) (0,0)

(b) (2x+y=2) intersect x-axis at

(i) (0,1) (ii) (1,0) (iii) (0,0) (iv) (1,1)

(c) 2 − = 4 Intrersect y-axis at

(i) (2,0) (ii) (0,0) (iii) (0,2) (iv) (2,2)

(d) From graph we observe, the given pair of linear equations represents

(i) unique solution (ii) no solution

(iii) infinity many solution (iv) none of these

(e) The system of given pair of linear equations are

(i) consistent (ii) inconsistent (iii) coincident (iv) parallel​

Answer 1

Answer:

2

Step-by-step explanation:

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