9.1
9.3
12.1
12.2
13.2
100

Find the distance between (1,0) and (5,4) 

Square root of 32

100

Find the radius and diameter of the circle with the point (5,2)

r= square root of 29. d= 29

100

A series can be finite or infinite? True or false

True

100

In an arithmetic sequence, what does the difference always have to be?

Constant 

100

When is the measure of an angle positive?

When the rotation of its terminal side is counterclockwise 

200

Maddy’s house is located at point (8,7). Lumen is mapped at (0,0). How far away is Maddy’s house from Lumen?

Square root of 113

200

Find the quation of the circle with a center of (4,-1) and passes through (-1,2)

34

200

Find the sum of the series: 8 over sigma, k=4 below the sigma.

205

200

Two terms of an arithmetic sequence are a8 =21 ad a27= 97. Find a rule for the nth term

-11+4n

200

Find of positive and negative angle of 395 degrees

35 degrees and -325 degrees

300

Find the midpoint of the line segment joining (3,1) and (2,2) 

5/2, 3/2

300

A cellular phone tower services a 10 mile radius. You get a flat tire 4 miles east and 9 miles north of the tower. Are you in the towers range?

97>100 yes

300

You are stacking pears in the shape of a square pyramid with 9 layers. How many pears are in the 9th layer?

140 pears

300

If the common difference of an arithmetic series is doubled while the first term and number of terms in the series remain unchanged, then the sum of the series is doubled. True or false? 

False 

300

Convert 125 degrees to radians

25pi/ 36 radians 

400

If Ron drives 2 miles north, 5 mi east and 4 mi south to get to her office, what is the straight line distance between her home and her office?

Square root of 29 miles.

400

Find the radius of y^2= -x^2 + 36

R=6

400

Write the first six terms of the sequence (-3) ^n-1

1,-3,9,-27,81,-243

400

Tell whether 2,6,10,14... is an arithmetic sequence

Yes

400

A CD spins about 200 revolutions per minute. At that speed, through what angle does a point on the CD spin in one minute?

72000 degrees

500

Midpoint between (-1,4) and (3,5)

1, 9/2

500

Write the standard form of the equation of the circle with the given radius and whose center is the origin. Radius is 13

X^2 + y^2 = 169

500

You need $500 for a car. You save a penny a day. How many days until you have $500?

317 days

500

Write a rule for the nth  term of the sequence. 4,9,14,19...

An= 4+ (n-1)5

500

Evaluate cos. pi/6

0.8660254

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