Exponential and Logarithmic Functions
Factoring
Rational Functions
Triangles
Random
100

What does h represent in an exponential functions?

Horizontal Shift

100

Simplify:

(3x5) (5x2)

15x7

100

6k-36/k-6 

6

100

45/45/90 triangle

hypotenuse = y, legs = x

x=10

y=?


10 sqroot (2)

100

Convert to degrees:

10pi/18

100 degrees

200

Write this equation in exponential form:

log3 9 = 2


32 = 9

200

Simplify the radical:

2 3sqroot (648)

12 3sqroot (3)

200

6x2y3/2x2y2 * 10x3y4/18y2

5x3y3/3

200

What is the reciprocal of Sine?

Cosecant

200

Convert to radians:

225 degrees

5pi/4

300

Write this equation in logarithmic form:

142 = 196

log14 196 = 2

300

Divide and rationalize. Answer in simplified radical form:

3 sqroot (12)/ 4sqroot (7)

3 sqroot (21)/ 14

300

Add:

x2+5x+6/x2-4 + 2/x-2

x+5/x-2

x doesn't equal 2

300

Find x,y,z

90degree/18 degree/z

hypotenuse = 34, LL = x, SL = y




x= 32.34

y= 10.51

z= 72 degrees

300

Find the 4 points for this equation:

f(x)= 3x+6/x+3

3/2, 0, 6, 4.5

400

Solve:

74x+11 =1/7

x=-3

400

verify that f(x) and g(x) are inverses:

f(x) = x+7 and g(x) = x-7 

x-7+7=x

x+7-7=x

400

Divide:

x/x+2 / 1- w/w+2

w/2

400

An airplane flying at 20,000 feet is heading toward an airport. The airports landing system sends radar signals from the runway to the airplane at a 50-degree angle of elevation. How many miles along the ground is the airplane from the runway?

x=16781.99 feet

400

What quadrant is this in:

sin 19pi/3

Quadrant 1

500

Solve and check for extraneous solutions:

log(4x+8) -7 = -3

x=18.25

81>0

500

Find f(g(x)):

f(x) = xand g(x) = sqroot (x)

X

500

Divide complex fractions:

2x2-2x-40/3x+ 12 / x3-5x2/9x2+36x

6(x+4)/x

x doesn't equal 0

500

A ten foot ramp is used to unload furniture from a truck. If the back of the truck sits 3 feet above the ground, find the measure of the angle makes with the ground.

x= 17.46

500

Name all of the transformations:

-3 sqroot (x-2) +1

Right 2, Up 1

Vertical Stretch (factor of 3)

Reflection (over 1)

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