Question

78.) If the mid-point of the section of a straight line
intercepted between the axes is (1.1), then what is
the equation of this line?
(a) 2x + y=3
(b) 2x - y=1
(c) r-y=0
(d) x ty=2
1
them,​

Answer 1

Answer:

x+y=2

Step-by-step explanation:

let the line cut the X axis at A (x1, y1) ,cuts Y axis at B(x2, y2) mid point is (1,1)

a line cuts x axis then y1=0,cuts y axis at B then x2=0

as mid point is (1,1) then x1=2(1)=2,y2=2(1)=2

therefore x intercept is 2,y intercept is 2

line equation is x/a+y/b=1 where a is x intercept, b is y intercept so line equation is

x/2+y/2=1

(x+y)/2=1

x+y=1(2)

x+y=2.

THEREFORE YOUR ANSWER IS x+y=2.Option d is correct.

I hope you are satisfied by my answer.