The simplified version of:
4a+1+3a
What is 7a+1 ?
4p - 7 = 5
What is p = 3
n-2=4 - 2n
What is n = 2
The formula to find the slope between 2 points (x1, y1) and (x2, y2)
What is (y2-y1)/(x2-x1)
Lunches Made: Pretzels Remaining:
0 432
3 378
7 306
9 270
13 198
How many pretzels did the container start with?
What is 432 pretzels?
The simplified version of:
-2x-7x-6
What is -9x-6 ?
6 = 4v +2
What is v = 1
3-4q = 10q +10
What is q = -0.5
The slope of the line between (16, -2), (-18, -16)
What is 7/17
Lunches Made: Pretzels Remaining:
3 378
7 306
9 270
13 198
How many pretzels are put in each lunch?
What is 18 pretzels per lunch?
The simplified version of:
-5p - 8(p - 9)
What is -13p + 72 ?
-5c+2+c-9=20+14
What is c = -10.25
5t - 9 = -3t +7
What is t = 2
The slope of the line between (15, 15), (14, -16)
What is 31
Lunches Made: Pretzels Remaining:
0 432
3 378
7 306
Write an equation to represent the pretzels remaining, p, after making L number of lunches.
What is p = 432 - 18L ?
The simplified version of:
9(3 - 5x) - 2
What is 25 - 45x ?
(y/3) + 6=-45
What is y = -153
3(1+d)-5 = -6d-12
What is d=1.11 (rounded answer)
The slope of the line between (-10, -13), (17, -10)
What is 1/9 (needs to be simplified!)
On their birthday, Joe got $100 and 2 gift cards and Jim got $60 and 6 gift cards. They each received the same amount of money on each gift card.
What is the value of one gift card? Show/explain how your arrived at the gift card value.
What is $10 each
Simplify and solve the equation:
4(x - 4) + 2x = -20
What is x = -2/3 ?
Nick drinks his 16 oz Monster at a constant rate. After drinking for 3 minutes, there are 7 oz left in the can.
Write an equation for z, the ounces left in the can, after t minutes.
What is z = 16 - 3t
OR z = -3t + 16
4(f -2) = 4f
What is no solution
The slope of the line between (-16, -9), (-11, -11)
What is -2/5
If Joe received $100 and 3 gift cards and Jim received $100 and 2 gift cards, would it be possible for them to have received the same amount on each gift? Explain.
What is .... *answers vary*