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(a)  (0, 3) (b) (3, 0) (c) (2, 0) (d) (0, 2)

 

 

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14. The coordinates of the point where x-axis and the line represented by x/2 + 4/3 = 1

intersect, are

(a)  (0, 3) (b) (3, 0) (c) (2, 0) (d) (0, 2)

 

 

Asked by my3shyll 19th June 2016, 9:19 AM
Answered by Expert
Answer:
begin mathsize 12px style The space equation space of space the space straight x minus axis space is space straight y space equals space 0.
Solve space straight y equals 0 space and space straight x over 2 plus straight y over 3 equals 1 space to space obtain space the space point space of space intersection.
Substitute space straight y space equals space 0 space in space the space second space equation space to space obtain space the space value space of space straight x.
straight x over 2 plus straight y over 3 equals 1 rightwards double arrow straight x over 2 plus fraction numerator left parenthesis 0 right parenthesis over denominator 3 end fraction equals 1 rightwards double arrow straight x over 2 equals 1 rightwards double arrow straight x equals 2
So comma space straight x equals 2 space comma space straight y space equals space 0
So space the space coordinates space of space the space point space are space left parenthesis 2 comma space 0 right parenthesis.
end style
Answered by Expert 19th June 2016, 12:21 PM
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