Area and Volume
*DOUBLE POINTS*
What is this figure called and what is the area of the figure?
Parallelogram.
a = b*h
a = 6cm2
Find the midpoint of the line segment AB where A(2, 8) and B(6, 12).
M(4,10)
The endpoints of a line segment are ( C(-5, 2) ) and ( D(4, -6) ). To the nearest hundredths, find the length of the line using the distance formula.
d= sqrt((4+5)2+(-6-2)2)
d= 12.04
What is the center and radius of circle given the equation:
(x-5)2 - (y-3)2 = 25
Center : (h, k) = (5,3)
Radius = 5
What is the slope of the line perpendicular to y = 2x +3 ?
Slope = -1/2
What is the volume of the following shape to the nearest whole:
V = (4/3)pi*(10)3
V = 4189 ft3
Find the midpoint of the following: The points ( A(3, 7) ) and ( B(9, -5) ) are endpoints of a line segment.
M (6, 1)
If a segment has endpoints ( E(0, 0) ) and ( F(8, 15) ), calculate the distance between these points.
d= sqrt((8-0)2+(15-0)2)
d = 17
Find the center and radius of the following equation of a circle:
(x+5)2+ (y+10) = 64
Center: (h, k) = (-5,-10)
Radius = 8
What is the slope of a line perpendicular to y= 4/3x + 7?
Slope = -3/4
What is the volume of the following shape to the nearest whole:
V = (1/3)pi*(1)2(3)
V= 3 cm3
The midpoint of the segment with endpoints ( P(2, 5) ) and ( Q(10, -3) ) is ?
M( 6, 1)
Find the distance between ( A(3, 4) ) and ( B(7, 1) ).
Round your answer to the nearest hundredth
d= sqrt((7-3)2+(1-4)2)
d = 5
*DOUBLE POINTS*
What is the Center and radius of the following circle:
x2+y2 = 36
Center: (h, k) = (0,0)
Radius = 6
What is the slope of the line perpendicular to 2y=2x+2
Slope = -1
What is the volume of the following shape to the nearest whole:
V = l*w*h = 6*3*2
V = 36 km3
If line segment AB has point A(5,0) and the mid point M(5, 1) what is the end point B?
B(x2,y2) = (5, 2)
Find the distance between ( G(1, 2) ) and ( H(5, 6) ).
Round your answer to the nearest hundredth
d= sqrt((5-1)2+(6-2)2)
d = 5.66
Graph the following circle:
(x-1)2+(y+1)2 = 9
I will show it!
What is the slope of the line perpendicular to y= -(3/5)x +2
Slope = -(5/3)
What is the area of this triangle?
a = (1/2)b*h
a = (1/2)(9)(10)
a= 45km2
*DOUBLE POINTS*
If line segment XY has S as the midpoint. S is the point( 5, 3). If Y(10,6) then what is X?
X(0, 0)
Find the distance between ( J(-3, 8) ) and ( K(4, -2) )
d= 12.21
Graph the following circle:
(y+3)2+(x-2)2 = 49
I will show it!
What is the slope of the line perpendicular to 3y+2 = 6x
Slope = -(3/6) = -(1/2)