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7.5.15

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Last updated about 2 years ago
19 questions
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Question 19
19.

Exit Ticket
The Hiking Club is taking another trip. The hike leader's watch shows that they gained 296 feet in altitude from their starting position.

Their altitude is now 285 feet, but there is no record of their starting altitude.

Write and solve an equation to represent this situation and find their starting altitude.

Write the equation in the show your work area below. (1pt)
Correct answer (1 pt)

Question 1
1.

1. Solve
a)

Question 2
2.

1. Solve
b)

Question 3
3.

1. Solve
c)

Question 4
4.

1. Solve
d)

Question 5
5.

1. Solve
e)

Question 6
6.

2. Evaluate each expression is x is 2/5, y is -4, and z is -0.2.
a)

Question 7
7.

2. Evaluate each expression is x is 2/5, y is -4, and z is -0.2.
b)

Question 8
8.

2. Evaluate each expression is x is 2/5, y is -4, and z is -0.2.
c)

Question 9
9.

2. Evaluate each expression is x is 2/5, y is -4, and z is -0.2.
d)

Question 10
10.

Question 11
11.

Question 12
12.

Question 13
13.

Question 14
14.

4. Use either the Math tool or the Text tool to write the two equations.

Question 15
15.

5. The markings on the numberline are evenly spaced. Label the other markings on the number line.

Question 16
16.

6a. How many seconds does this model suggest it would take for DeepSea Challenger to reach the bottom?

Question 17
17.

6b. To end the mission DeepSea Challenger made a one-hour ascent to the surface. How many seconds is this?

Question 18
18.

6c. The ascent can be modeled by a different proportional relationship
y = kx.
What is the value of k in this case?
*Your answer will be an ugly fraction. No need to reduce!

3. Match each equation to a step that will help solve the equation.
a)
Multiply each side by 5
Multiply each side by -5
Multiply each side by 1/5
Multiply each side by -1/5
3. Match each equation to a step that will help solve the equation.
b)
Multiply each side by 5
Multiply each side by -5
Multiply each side by 1/5
Multiply each side by -1/5
3. Match each equation to a step that will help solve the equation.
c)
Multiply each side by 5
Multiply each side by -5
Multiply each side by 1/5
Multiply each side by -1/5
3. Match each equation to a step that will help solve the equation.
d)
Multiply each side by 5
Multiply each side by -5
Multiply each side by 1/5
Multiply each side by -1/5