Math, asked by Anonymous, 9 months ago

find the equation of a straight lines, making the y- intercept of 7 and angle between the line and the y-axis is 30°​

Answers

Answered by rohin111bhattacharya
0

Answer:

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Answered by Remi14
1

Answer:

these are two straight lines making 30° with the y-axis

from the attachment,it is clear that the two lines make the angles 60° and 120° with the x-axis

$$\begin{lgathered}let \: m1 \: be \: tan60° = \sqrt{3} \: and \\ m2 \: be \: tan120° = tan(180° - 60°) \\ = - tan60° = - \sqrt{3 } \\ m1 = \sqrt{3},m2 = - \sqrt{3 } \: and \: b =7 \\ \\ equations \: of \: lines \: are \: y = m1x + b \\ and \: y = m2x + b \\ y = \sqrt{3} x + 7 \: and \: y = - \sqrt{3} x + 7\end{lgathered}$$

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