Week 1:
A cookie factory used 22 kilograms of chocolate chips to make 4 batches of cookies. How many kilograms of chocolate chips are needed to make 7 batches of cookies?
Week 2:
Find 2 decimals that have a quotient of 3.2. Show all work of how you reached your answer.
Week 3:
Find two mixed numbers or fractions that have a product of 1 3/5.
Week 4:
Choose 2 integers (must have a positive and negative) that have a difference of (-2).
Week 5:
See sheet below.
Week 6:
Week 7:
It took Brian 2.4 hours to climb 65 feet up the mountain. Determine the average rate of ascent for Brian. Round answer to the nearest hundredth. Show all Work!
Week 8:
A submarine took 2 hrs and 36 minutes to descend 10.9 km into the deepest point of the ocean. What was the submarines average rate of decent? Make sure to include units!
Week 9:
It took Brian 2.4 hours to climb 65 feet up the mountain. Determine the average rate of ascent for Brian. Round answer to the nearest hundredth. Show all Work!
Week 8:
A submarine took 2 hrs and 36 minutes to descend 10.9 km into the deepest point of the ocean. What was the submarines average rate of decent? Make sure to include units!
Week 9:
Week 10:
Week 11:
You want to buy a new phone that retails for $100. This price is $17 more than 1/3 of the name – brand version with similar features. Write and solve an equation for the cost of the name – brand phone?
Week 12:
George's grandmother gave him a $75 gift card for his birthday. He has spent a total of $38 so far. he wants to spend the rest of the money on baseball caps. Write an inequality that can be used to find the number of baseball caps George can buy with the money he has left on the card if each baseball cap costs $9.49.
Week 13:
A 2 slot toaster can make 2 pieces of toast in 3 minutes. Is the amount of time proportional to the amount of toast I am able to make? Explain your answer by using characteristics of proportionality as well as a table or graph.
Week 14:
You want to buy a new phone that retails for $100. This price is $17 more than 1/3 of the name – brand version with similar features. Write and solve an equation for the cost of the name – brand phone?
Week 12:
George's grandmother gave him a $75 gift card for his birthday. He has spent a total of $38 so far. he wants to spend the rest of the money on baseball caps. Write an inequality that can be used to find the number of baseball caps George can buy with the money he has left on the card if each baseball cap costs $9.49.
Week 13:
A 2 slot toaster can make 2 pieces of toast in 3 minutes. Is the amount of time proportional to the amount of toast I am able to make? Explain your answer by using characteristics of proportionality as well as a table or graph.
Week 14:
Week 15:
Suppose 48 out of every 120 people like baseball. Of the people who like baseball, 3 out of 5 play baseball. If you ask 500 people, how many would you expect to play baseball?
Week 16:
Suppose 48 out of every 120 people like baseball. Of the people who like baseball, 3 out of 5 play baseball. If you ask 500 people, how many would you expect to play baseball?
Week 16:
Week 17:
If I go to Olive Garden and order the following, how much does it cost TOTAL with tax (6%)?
Fettuccine Alfredo: 11.60
Tour of Italy: 15.75
Week 18:
Megan bought 50 beads for $9.95. She received a 10% discount, and she paid a sales tax of 6%. How much did she pay for the beads?
If I go to Olive Garden and order the following, how much does it cost TOTAL with tax (6%)?
Fettuccine Alfredo: 11.60
Tour of Italy: 15.75
Week 18:
Megan bought 50 beads for $9.95. She received a 10% discount, and she paid a sales tax of 6%. How much did she pay for the beads?
Week 20:
In triangle ABC, <A & <B have the same measure. The measure of <C is twice the measure of <A. Find the measure of <A in the triangle. (Hint: Draw a picture)
Week 21:
In triangle ABC, <A & <B have the same measure. The measure of <C is twice the measure of <A. Find the measure of <A in the triangle. (Hint: Draw a picture)
Week 21: