First, convert the tax percentage into its decimal by dividing by:

Next, find what the tax is on the shirt by multiplying its cost by the value you found above for the tax:

Finally, add the tax to the pre-tax cost of the shirt:

- 6 -6

/3 /3

Largest Number = 34

2 Dozen = 24

32 = half

64 = total number he had after he bought the 2 dozen

64 - 24 = 40 which is the amount Scotty started with

Write an equation usingas the total number of ribbons Tina will make andas time in minutes.

An hour has 60 minutes.

Substitute.

Tina will make 900 ribbons in an hour.

让represent the days. Set up an equation such that the number of nuggetsis dependent on the number of days Billy works.

To find out the total amount of nuggets Billy will make after 45 days, substitute this number intoand solve for.

Billy will make 225 nuggets after 45 days.

Write an equation to represent the lambs she will earn after every three days.

让be days, andbe total of lambs. Write the equation.

Substitute the number of days to find out how many lambs Mary has.

However, remember that Mary already had a little lamb, which means the total number of sheep she will have will be one more than the total number of sheep after.

The answer is :

When renting a truck, it doesn't matter if you drive 0 miles or 100 miles it will still cost you the rental charge. In this case it was $49. Every mile you drive it costs you $0.75. The cost formiles would be:

When you have an unknown value, replace that value with a variable. In this case, the cost of the shoes is unknown. We know that the total cost of the shirt and the shoes equals $29, so we can write the equation.

To solve for x, we subtract 12 from both sides. We get

So, the cost of the shoes is $17.

The following equation can be set up to reflect the information in the problem, withrepresenting the number of tutoring hours per week:

Simplifying gives the following:

We must then isolateto one side by subtractingfrom each side and then dividing both sides by, as follows:

Therefore, John must tutor for a minimum ofhours per week in order to be able to afford the car in 40 weeks.

To solve, we will create an equation. We don't know how many apples we bought. When we don't know the value of something, we assign it a variable. so, the number of apples we bought will bex. Now, we know each apple cost $0.14. We can write this as

We also know that the total cost of the apples equals $1.12. We can write this as

Now, to solve forxwe divide both sides by 0.14. We get

Therefore, we bought 8 apples.