Question

please answer the box and answer the questions read the instructions​

Answer 1

Answer:

answer for the given problem is given

If(x1,y1) and (x2,y2) are the points then the slope joining the line with the two points is M =(y2-y1)/(x2-x1)

Answer 2

$\bf\large \underbrace\red{Solution:}$

Coordinate of the points are

$\bf \:L (- 2, 4)$

$\bf \:O (3, 6)$

$\bf \:P (8, 6)$

$\bf \:E (- 2, 2)$

$\bf \:F (3, 2)$

$\bf \:A (- 6, - 4)$

$\bf \:M (- 6, - 10)$

$\bf \:I (5, - 4)$

$\bf \:N (10, - 9)$

Answers :-

$\bf \:1. No$

$\bf \:2. Yes$

$\bf \:3. Yes$

$\bf \:4. 6 units$

5. (A and M) & (F and 0) are vertically aligned and distance between them are 6 units and 4 units respectively.

$\bf \:6. Yes$

$\bf \:7. 11 units$

8. (S and E) & (E and F) & (S and F) & (A and I) are horizontally aligned and distance between them are 6 units, 5 units, 11 units and 11 units respectively.

9. Distance between A and M is 6 units and distance between A and I is 11 units.

Therefore, required ratio is 6 : 11.

10. Coordinates of M is (- 6, - 10) and I is (5, - 4).

$\bf \:Slope \: of \: MI = \dfrac{ - 4 - ( - 10)}{5 - ( - 6)}$

$\bf\implies \:Slope \: of \: MI = \dfrac{6}{11}$