Activity 1
Activity 2
Activity 3
Activity 4
Activity 5
100
What is the slope and y intercept of the equation y=3x-5

3,5

100

What is the equation for Slope Intercept form of a function

y= mx +b

100

How many solutions dos the system of equations have

y=4x +2

y=3x +3

One

100

The limit of a function is 5(included) and the maximum is 12( not included). Write it in interval notation.

[5,12)

100

g(f(x)) can be rewritten as what

(g o f)(x)

200

In the equation 2|x-1|> or = 4 on a number line, would the dots be open or closed and would the lines come together or apart

Closed and apart

200

How do you find slope of a line

Change in x over change in y

200

How many solutions does the system of equations have 

y= 5x -1

2y+4=10x

None

200

the range of an equation is (3, 9]. write the range in set notation

{y|y€ R, 3<y< or =9)

200

f(x)= 3x+ 2

g(f)= x2

If you plug in 3 to the first equation, what do you get out of the second 


121

300

How do you graph the absolute value equation |x-2| >3 on a number line

<————-o.          O——————->

300
Joe needs to buy headsets for his gaming competition. A truck that will deliver 26 headphone boxes costs $2. Each box has 3 headsets in it.

Joe needs at least 250 headphones but only has $6. Will he be able to purchase enough that he needs


Yes

300

When you multiply a 2x2 matrix by it’s inverse you get

(1.   0)

(0.   1)

300

In the piecewise defined function what is the y value at 4 x

x-5 if x<8

2x+3 if x> or = 8

-1

300

Joe earns $8 an hour at his job

His friend Bo earns $10 an hour at the same job. How much is their employer spending to pay them for 3 hours of work

$54

400

Joe buys models for $5 dollars, makes them and sells them for $8 dollars and he has to buy supplies for $12. He is $60 dollars behind on rent this month. How many models does he need to sell to pay his rent.

24 models.

400

What are the constraints of the situation in the following word problem. Joe can have no less than 2 gummy vitamins per day and no more than 4 gummy vitamins per day or he will get sick. If he takes 4 gummy vitamins he can’t have anymore than 3 meals the next day.

2< or = x < or = 4

If x = 4 y must  be < or = 3

400

Solve the system using elimination

2x-4y=8

x-3y=-1

(Show work for proof of no cheating).

(2, -1)

400

What would the new equation be if you transferred the equation f(x)= |x| up 2 and left 6

f(x)=|x+6| +2

400

f(x)=3x+2

d(f)=2x+5

Turn the system of equations into a composite function.

d(f(g))=6x+9

500

How do you place the equation |3x-10|-5>or= -1 on a number line

<—-1—*. 0     5   *—-6—->



500

Joe is going to a JoJo Siwa concert. A signed poster is $50, a cd costs $5 and a Signature bow is $10. His ticket costs $200. He has $400 before buying the ticket that he can spend. Write a linear inequality that represents the situations. 

Double points bonus: If he Is for sure going to buy a poster and 8 bows. How many CDs can he buy

400> or = 50s + 5c +10b +200

7 CDs



500

Solve the system of equations using Substitution

x+y+z=6

2x+y+2z=14

3x+3y+z=8

(3,-2,5)

500

What would the new equation be if the equation below was vertically stretched by a factor of 5 and reflected over the y axis:

f(x)=|x|

f(x)= 5|-x|

500

Joe can beat 2 video games every hour. For every video game he beats he gets a 5% worse grade in all his classes. Write a composite function to show what percent is knocked off his grades in x hours. Then solve for what percent gets knocked off his grades  after an 8 hour gaming marathon.

g(v(x))= 10x

80%

M
e
n
u