Reduce the equation to: (i) slope - intercept form and find slope and y - intercept; (ii) Intercept form and find intercept on the axes (iii) The normal form and find p and α.

Question

Philoid · Accepted Answer

(i) Given:

Explanation:

⇒

This is the slope intercept form of the given line.

Hence, slope = - √3 and y - intercept = - 2

(ii) Given:

Explanation:

⇒

Dividing both sides by - 2

Hence, the intercept form of the given line. Here, x - intercept = - 23 and y - intercept = - 2

(iii) Given:

Explanation:

⇒

Dividing both sides by

This is the normal form of the given line.

Hence, p = 1 cos and sinα = - 1/2

Hence, α = 210

Reduce the equation to:(i) slope - intercept form and find slope and y - intercept;(ii) Intercept form and find intercept on the axes(iii) The normal form and find p and α.

Reduce the equation to:
(i) slope - intercept form and find slope and y - intercept;

(ii) Intercept form and find intercept on the axes

(iii) The normal form and find p and α.