Answer:
<u>GIVEN :-</u>
Ordered pairs given are :-
- (2 , -1)
- (-5 , 3)
- (4 , 3)
- (-2 , -3.5)
- (0.5 , 1.75)
<u>TO FIND :-</u>
- Correct quadrant for each ordered pair.
<u>FACTS TO KNOW BEFORE SOLVING :-</u>
- While writing the co-ordinates of a point , its ordered pair is always in the form of ( x , y ) where x = x-coordinate of the point & y = y-coordinate of the point.
- In Quadrant 1 , the coordinates of a point is always = ( +x , +y ) because Quadrant 1 lies between the positive side of x-axis & positive side of y-axis.
- In Quadrant 2 , the coordinates of a point is always = ( -x , +y ) because Quadrant 2 lies between the negative side of x-axis & positive side of y-axis.
- In Quadrant 3 , the coordinates of a point is always = ( -x , -y ) because Quadrant 3 lies between the negative side of x-axis & negative side of y-axis.
- In Quadrant 4 , the coordinates of a points is always = ( +x , -y ) because Quadrant 4 lies between the positive side of x-axis & negative side of y-axis.
<u>SOLUTION :-</u>
- (2 , -1) is in <u>Quadrant 4</u> because it's x-coordinate is positive whereas its y-coordinate is negative.
- (-5 , 3) is in <u>Quadrant 2</u> because its x-coordinate is negative but y-coordinate is positive.
- (4 , 3) is in <u>Quadrant 1</u> because both its x-coordinates & y-coordinates are positive.
- (-2 , -3.5) is in <u>Quadrant 3</u> because both its x-coordinates & y-coordinates are negative.
- (0.5 , 1.75) is in <u>Quadrant 1</u> because both its x-coordinates & y-coordinates are positive.
X should be 33 because its a z angle
Answer:
6
Step-by-step explanation:
Quotient means divide. -72 / -12 = 6
Answer:

Step-by-step explanation:

What I basically did here was take the derivative of the function to find the slope of the function at any given point. Since -2x has a slope of -2, no matter what x is, the slope will always be -2.
Answer:
B 12 pi m^2
Step-by-step explanation:
The area of the circle is pi r^2
We know the radius is 6
A = pi (6)^2 = 36 pi
The sector is 120 degrees. The entire circle is 360 degrees.
The fraction is 120/360 = 1/3
The sector covers 1/3 of the circle so it is 1/3 of the area
1/3 A = 1/3 (36 pi) = 12 pi