You start at (9, 2). You move left 5 units and right 1 unit. Where do you end?'

-4,2

Step-by-step explanation:

You start at (1, 10). You move right 3 units.

You move down 9 units and up 5 units

(4, -5). You move up 5 units and right 1 unit.

You move right 7 units and left 9 units. You end at (-4, 2).

(5,2)

Step-by-step explanation:

Lets first make coordinate points clear:

In a coordinate, there's an x and y value written as (x, y)

x shows how many units left or right from 0 something is

For example my x is 4, I would move 4 units to the RIGHT of 0

If my x is -4, I would move 4 units to the LEFT of 0

Same for y, a positive numbers shows how many units up I would move, and a negative numbers shows how many units down I should move.

The given point is (9,2)

That means the point is 9 units to the right of 0, and 2 units above 0

If I move that point left by 5, I am subtracting 5 from 9 (remember moving left is a negative change)

So 9 - 5 is 4

My new x value is 4

Now I move right 1 unit, or I add 1 to my x-value. SInce our x-value is 4, I would add 1 to 5 and get 5

My new x is 5

SInce there was no change to y, we can keep it the same.

The coordinate is (5, 2)

-Chetan K

C.) m∠C = 45°