Graph Identification
Exponents and Logs
Right Triangles
Solve for x
Radical Number Sense
100

The shape of the graph y=x2

Parabola

100

The simplified form of ln(e)

1

100

In a 45-45-90 triangle, the length of one leg if the other leg is 5 units long

5 units

100

Both solutions of |x-2| = 2

0 and 4

100

The largest of the following numbers: 1,2,√2,√3

2

200

The direction of opening of x = -3(y+2)2 - 5

Left

200

The simplified form of log327

3

200
The length of the hypotenuse of a 30-60-90 triangle, given that the length of the side opposite the 30 degree angle is 1 meter

2 meters

200

The solution of (1 / 25)3x+1 = 625

-1

200

The integers that √76 is between

8 and 9

300

A type of conic section whose two foci are further from the center than its vertices

Hyperbola

300

x when log28 = log4x

64

300

The tangent of either 45 degree angle in any 45-45-90 triangle

1

300

The solution of e-- 5 = 79

(exact form)

-ln84

300

The smallest of the following numbers:

(√2)/2, (√3)/3, 2, 1

(√3)/3

400

The vertex of y=x2+10x+22

(-5, -3)

400

The positive solution of log68 + log6(3x2) = 5

18

400

The reciprocal of cosine

Secant

400

Both solutions of 4x2 = -2

± (i√2) / 2

400

The most simplified form of √120

2√30

500

The center of x2+y2+20x-10y+100=0

(-10,5)

500

The solution of log3(x + 1) - log3x = 2

1/8

500

cscθ if sinθ = (√2) / 2

√2

500

Both solutions (from 0 to 360) of 0 = (-1 / 5) * tanθ

0 and 180

500

The most simplified form of (√56) / (√14)

2

M
e
n
u