Question

mily of lines with the following characterizing property is 10 6) perpendicular to 3+2= - 7 (d) having inclination 60 (1) passing through the origin (h) haning slope -intercept twice v-intercept

Answer 1

Determine the slope of the line.

`\begin{gathered} m=\tan 60^(\circ) \\ =\sqrt[]{3} \end{gathered}`

The general equation of line is y = mx + C.

So family of equation of lines for inclination of 60 degree is,

`y=\sqrt[]{3}x+C`

Here C is y-intercept of the equation.

Answer is,

`y=\sqrt[]{3}x+C`