Table w/ Function
Solve/Evaluate
Functions & Graphs
Solve & Graph Inequalities
Solve & Graph Absolute Value
100
Identify the independent and dependent values in this scenario: An elevator in a high-rise building moves upward at a constant rate. The table is shown to the left of this screen on the board. The table shows the height of the elevator above the ground floor after various times.
Independent: Time Dependent: Height
100
Evaluate the function f(x)=-5x + 12 at f(4).
What is -8?
100
Identify the independent and dependent values if an elevator moves at a constant rate of 15 feet per second.
What is Independent: Time Dependent: Height
100
The solution to the inequality -3/8x > 3.
What is x < -8?
100
Solve (pre 7)
What is pre 7
200
Fill in the missing values of the table on the board at the left, which goes with the elevator scenario.
What is 36, 54, and 60
200
Evaluate the function f(x)=-5.89x+6.357 at f(2.885)
What is -10.636?
200
An elevator starts at the top floor of a building at 372 feet above the ground floor and descends without stopping at a constant rate of 15 feet per second. Write a function that describes the height, h, of the elevator after t seconds.
What is h(t)=372-15t
200
The solution to the inequality 8(7 - x) < 64
What is x > -1?
200
pre 8
What is pre 8
300
Write the expression that describes the pattern shown in the table on the board at the left.
What is 12t
300
Solve 5(x+4) - 8 = x + 32
What is x = 5?
300
An elevator starts at the top floor of a building at 372 feet above the ground floor and descends without stopping at a constant rate of 15 feet per second. GRAPH the function that describes the height, h, of the elevator after t seconds. Label the axes.
What does your graph look like?
300
stand 2
What is stand 2
300
stand 17
What is stand 17
400
Write the equation in FUNCTION NOTATION for the information in the table on the board at the left.
What is f(t)=12t
400
3/4(8x-12)-17=5/6(6x+24)-11
What is x=1?
400
An elevator starts at the top floor of a building at 372 feet above the ground floor and descends without stopping at a constant rate of 15 feet per second. USE the graph the function that describes the height, h, of the elevator after t seconds to ESTIMATE when it will reach a height of 200 feet above the ground floor.
What is 11 ish seconds?
400
Which compound inequality has no solution? a. x<5 and x<-2 b. x>5 and x<-4 c. x>5 or x<-4 d. x<5 or x<-2
What is b?
400
stand 14
What is stand 14
500
Find the time when the height of the elevator is 162 feet above the ground for the elevator's height described with table on the board at the left.
What is 13.5 seconds?
500
(x+3)/12=-1/6
What is x= -5?
500
An elevator starts at the top floor of a building at 372 feet above the ground floor and descends without stopping at a constant rate of 15 feet per second. Determine the exact time when the elevator is at a height of 200 ft.
What is 11.467 seconds?
500
Alex saved $65. He already spent $25. He plans to spend $8 on a movie ticket each month. Write an inequality to represent the number of movie tickets he can buy.
What is 8t + 25 <= 65?
500
stand 1
What is stand 1
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