calculate at what distance from the origin the graph of the equation x/2+y/3=1 interest the x axis and the y axis
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Answered by
0
Answer:
sorry I don't know answer
Step-by-step explanation:
issue ins off use trace dude
Answered by
0
Answer:
Line AB intersects the y-axis 2 units above origin.
As we know that at y-axis, abscissa (x-coordinate) will be 0 always.
∴ Line AB cuts y-axis at P(0,2)
Also line AB makes an angle of 30° with the x-axis.
∴ Slope of the line =tan30°=
3
1
As we know that equation of a line passing through (x
0
,y
0
) and having slope m is-
(y−y
0
)=m(x−x
0
)
Therefore equation of the line AB is-
(y−2)=
3
1
(x−0)
⇒x−
3
y+2=0
Hence the required answer is x−
3
y+2=0
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