Find the angle which the straight line y=√3x-4 makes with the y-axis
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Slope of given line m=square root 3
Then tan A=square root 3
A=60 degrees
This is angle made by the line with x-axis
Therefore the angle made by the line with y-axis is 30 degrees.
Then tan A=square root 3
A=60 degrees
This is angle made by the line with x-axis
Therefore the angle made by the line with y-axis is 30 degrees.
Answered by
4
The angle with the y-axis is 30 degrees.
Given; that the straight line y=√3x-4
To Find; the angle which the straight line y=√3x-4 makes with the y-axis
Solution; The standard equation of straight line is y=mx+c
Comparing the given equation y=√3x-4
m =√3, m is the slope of the line
tanθ= tan60
θ = 60
The Angle made with the x-axis is 60 so the angle made with the y- axis is 30
Hence the angle with the y-axis is 30 degrees.
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