Just the Basics

Just the Basics

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On the Catwalk

100

True/False: 0 is a solution to 2y + 1 < -3

What is false (2*0 + 1 = 1 and 1 > -3)

100

Solve: m + 5 > -3

What is m > -8

100

Solve: 5 ≤ v - 4 - 7

What is v ≥ 16 (or 16 ≤ v)

100

Solve: 2y - 5 > 9 + 3y

What is y < -14 (or -14 > y)

100

Employees must work at least 20 years in a company to receive full benefits upon retirement. Write an inequality to describe this situation.

What is y ≥ 20.

200

True/False: 9/2 is a solution to 5(2g - 7) ≥ 10

What is true ... 5(2*9/2 - 7)
= 5(9 - 7)
= 5(2) = 10...
and 10 ≥ 10

200

Solve: t + 3/8 ≤ -1/8

What is t ≤ -1/2

200

-5 < 3m - 10 - 2m

What is m > 5 (or 5 < m)

200

Solve: 3(2 + r) ≥ 15 - 2r

What is r ≥ 9/5

200

Your average in Algebra must be a 92.5 or greater to receive an A. Write an inequality to model this situation.

What is a ≥ 92.5

300

Graph -1 ≥ x

300

Solve: -7b > 42

What is b < -6

300

Solve: -3(2n + 1) > 9

What is n < -2

300

Solve: n/2 - 1/8 ≥ 3/4 + 5n/6

What is n ≤ -21/8

300

The length of a rectangle is 40 in, and its area is to be less than 360 in^{2}. What can be said about the width of the rectangle?

What is it must be less than 9 inches (w < 9)

400

Graph - 4 ≤ y

400

Solve: b/3 ≥ -2

What is b ≥ -6

400

Solve: 5m - 3 ≥ -18

What is m ≤ -3

400

17 - (4k - 2) ≥ 2(k + 3)

What is k ≤ 13/6

400

The leading scorer in your basketball division finished the season with an average of 20 points per game for 25 games. As the division's second leading scorer, you have a 19.5 point per game average for 24 games. You have yet to play your last game. How many points must you score in the last game of the season to overtake the division's leading scorer?

What is 32 points or more (p > 32).

500

Graph on a number line all values of x such that
x > -2 and x ≤ 2.

500

Solve: -3n/5 ≥ -9

What is n ≤ 15

500

Solve: 2/3 - 5n/3 ≤ -8/3

What is n ≥ 2

500

5c + 4(c - 1) > 3c + 2(5 + 3c)

What is no solution

500

The base of a triangle is 10 inches. Its height is (x + 4) inches. Its area must be at least 60 in^{2}. What are the possible values of x? (Area of a triangle = 1/2 base * height)

What is x ≥ 8

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