Discriminant
Area of Sector
Midpoint Formula
Volume Color by Number
Pythagorean Theorem
100

How many solutions are there? x2 - x + 3 = 0 

1 Real Solution(s)
100

What is the sector of 240 x pi x 132 / 360?

354

100

What's the midpoint for (-10,8)(-4,-2)?

-7,3

100

v = pi x 32 x 6

169.65

100

42 - 132 = x2-7

13.6 = x

200

What is the answer? x2 + 10x + 25 = 0

-4

200

What is the sector of 135 x pi 92 / 360?

95

200

What's the midpoint for (9,10)(6,6)?

7.5,8

200

v = pi x 32 x 2

56.55

200

82 + 172 + x2

18.8 = x

300

How many solutions are there? -x2 + 3x - 1 = 0

2 solutions

300

What is the sector of 150 x pi x 142 / 360?

257

300

What's the midpoint for (-2,3)(8,-2)?

3,1

300

v = pi x 52 x 10 / 3

261.8

300

22 + 52 + x2

5.4 = x

400

How many solutions are there? x2 + 8x - 6 = -2x2 + 3

2 solutions

400

What is the sector of 315 x pi x 192 / 360?

312

400

What's the midpoint for (-2,3)(-6,9)?

3.5,2.5

400
v = 35 x 6 / 3

70

400

102 + 142 = x2

9.8 = x

500

How many solutions does this equation have? 2x2 - 4x =3

1 solution
500

What is the sector of 315 x pi x 132 / 360?

465

500

What's the midpoint for (7,5)(0,10)?

8.5,2.5

500

v = 6 x 4 x 7

108

500

52 + 102 = x2

x = 11.2