Slope
Intercept
Inequalities
One Variable Statistics
Two Variable Statistics
Equations
Systems of Equations
Systems of Inequalities
Random
Riddles
100

y = 8x - 13

What is the y-intercept?

-13

100

Tyler goes to the store. His budget is $125. Write an inequality that represents x, the amount in dollars Tyler can spend at the store?

x ≤ 125

100
A distribution with two very common values seen as distinct peaks.

Bimodal Distribution

100

How is the sign of the correlation coefficient related to the slope for the best fit line?

It has the same sign as the slope of the best fit line.

100

3x+1=-8

x=-3

100

Solve using substitution.

y = 6x+11

2x - 3y = 7

(-2.5, -4)

100

Two inequalities are graphed on the same coordinate plane. Explain how to determine the solution to the system of two inequalities?

The solution is region where both inequalities overlap the other when shading in.

100

What has to be broken before you can use it?

an egg

200

y = -x + 9

What is the slope?

-1

200

Find the solution set to the inequality 2x-3 > (2x-5)/2

x > 1/2

200

The data set represents the number of errors on a typing test.

5   6  8  8  9  9  10  10  10  12

What is the median? Interpret the value.

9 errors

200

Fill in the blank:

"The closer the correlation coefficient is to zero, the _________ the linear relationships."

Weaker

200

-10+2x=x

x=10

200

Solve without graphing.

5x+14y = -5

-3x+10y = 72

(-11.5, 3.75)

200

The sum of two numbers is less than 10. If we subtract the second number from the first, the difference is greater than 3. Write a system of inequalities that represents this situation. State what your variables represent.

f + s < 10

f - s > 3

f = the first number

s = the second number

200

What begins with T, finishes with T, and has T in it?

Teapot

300

Write the equation in slope-intercept form.

3x + 9y = -27

y = -1/3x - 3

300

Solve.

-4x+3 < 23

x > -5

300

The data set represents heights, in cm, of ten model bridges made for an engineering competition. 

13  14  14  16  16  16  16  18  18  19

What is the MAD?

1.4 cm

300

The line of best fit for a data set is y = 1.1x + 3.4. Find the residual for each of the coordinate pairs.

A. (2.5, 5.95)

B.  (-3, 0) 

C.  (0, 3.72)

A. -0.2

B. -0.1

C. 0.32

300

6+(x/4)=14

32

300

How many solutions does this system of equations have? Explain how you know.

9x - 3y = -6

5y = 15x + 10

Infinitely many solutions. Both equations can be written as y = 3x + 2, so there graphs are exactly the same.

300

Select all of the x and y pairs that are solutions to the system of inequalities:

y ≤ -2x + 6

x - y < 6

A.   (0, 0)

B.  (-5, -15)

C.   (4, -2)

D.   (3, 0)

E.   (10, 0)

A & D

(0, 0) & (3, 0)

300

What goes up but never comes back down?

Your age

400

What is the slope of a vertical line?

undefined

400

A cell phone company offers two texting plans. People who use Plan A pay 10 cents for each text sent or received. People who use Plan B pay $12 per month, and then pay an additional two cents for each text sent or received. Write an inequality to represent the fact that it is cheaper for someone to use Plan A than Plan B.

0.1x < 12+0.02x or equivalent

400

What are all of the distribution shapes for which it is most often appropriate to use the mean?

Bell shaped, symmetric, uniform

400

The number of miles driven, x, and the number of gallons remaining in the gas tank, y, have a strong negative relationship. Explain what it means to have a strong negative relationship in this context.

Knowing the number of miles driven or the number of gallons remaining, along with the line of best fit, will produce a good estimate for the other variable. The negative relationship means that the number of gallons remaining in the tank decreases as the number of miles increases.

400

-5(x+6)-10=10

x=-10

400

Solve using elimination.

3x - 5y = 4

-2x + 6y = 18

(14.25, 7.75)

400

Julie has $200 to spend on flowers for a school celebration. She decides that the only flowers she wants to buy are roses and carnations. Roses costs $1.45 each and carnations costs $0.65 each. Julie buys enough roses so that each of the 75 people attending the event can take home at least one rose. Write a system of inequalities that represent the constraint that every person takes home at least one rose and to represent the cost constraint.

r ≥ 75 

1.45r +0.65c ≤ 200

400

No matter what, what can you always count on?

Your fingers

500

True or false: The points (6, 13), (21, 33), and (99, 137) all lie on the same line. The equation of the line is y = 4/3x + 5.

True

500

What is the solution set of the inequality 

(x+2)/2 ≥ -7 + x/2

x ≥ -8

500

Select all of the statements that are true about standard deviation.

A) It is a measure of center.

B) It is a measure of variability.

C) It is the same as the MAD.

D) It is calculated using the mean.

E) It is calculated using the median.

B) It is a measure of variability.

D) IT is calculated using the mean.

500

A news headline claims that "Essential Oils Cause Hormone Levels to Drop." They show a scatter plot displaying a weak negative relationship (r =-0.13) between essential oil use and hormone levels. What is wrong with this claim? What is a better headline for this information?

A weak relationship means there is not likely an association and certainly not a causation.

Example headline:

"Essential Oil Use and Hormone Levels are Unrelated"

500

4(x-2)=2(x+8)

x=12

500

Solve.

-7x + 3y = -65

-7x + 10y = -135

(5, -10)

500

Jada has p pennies and n nickels that add up to more than 40 cents. She has fewer than 20 coins altogether. Write a system of inequalities that represent how many pennies and nickels that Jada could have.

0.01p + 0.05n > 0.40

p + n < 20

500

What is full of holes but still holds water?

Sponge

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