80 boxes contain 50 candies each; 120 boxes contain 30 candies each. Therefore, there will be a total of 

candies in the boxes.

It takes 25 minutes to produce 100 candies. It takes 

minutes to produce 7,600 candies. Divide by 60 to convert to hours: 

This is 31 hours and 40 minutes. The closest response to this is 30 hours.

Phillip can paint the greenhouse in six hours, so he can paint  of the greenhouse in one hour. Likewise, Greg can paint the greenhouse in  hours, so he can paint  of the greenhouse in one hour. 

Working together, they can paint 

of the greenhouse in one hour. Take the reciprocal of this; it takes them

hours to paint the enitre greenhouse, working together.

Let be the number of hours it would take Sharon to paint the shed alone. Kelly alone can paint the shed in hours, so she can paint of a shed per hour. Similarly, Sharon alone can paint shed per hour, so, working together, they can paint

shed per hour.

Since it takes them five hours to paint the shed together, they can paint shed per hour, so

Take the reciprocal of both expressions:

, the correct choice.

For this problem, first identify what the question is asking for.

"What is the probability of picking a tulip?"

Next, identify what is given.

   Shape of the garden: Square

   Length of the garden: 5 feet

   # of tulips: 10

   # of roses: 3

   # of petunias: 4

   # of lilies: 3

Now, identify what is needed to solve the question.

Since you are looking for the probability of picking a flower, you only need the number of the different kinds of flowers and the total number of flowers to get that answer.

From here, find which information that is given is not being used to solve the question.

The side length and of the garden and the shape of the garden would not help find that probability.  

The distance formula is essential in this problem.

First, use Kate's info to figure out the rate for both girls since they're travelling at the same speed, which is . Then, plug in that rate to the formula with Bella's information, which gives her a time of  hours. 

At 45 mph, Joe drove 60 miles in  hours.

At 60 mph, he drove 30 miles in  hours. 

He made the 90-mile trip in  hours, so divide 90 by  to get the average speed in mph:

Using the conversion formula, you would multiply 5.3 miles by 5280 feet and you will get 27,984 feet.

Using d = rt, we know that first part of the trip can be represented by f = rg.  The second part of the trip can be represented by 30 = rx, where x is some unknown number of hours.  Note that the rate r is in both equations because Sophie is traveling at the same rate as mentioned in the problem.

Solve each equation for the time (g in equation 1, x in equation 2).

g = f/r

x = 30/r

The total time is the sum of these two times

Note that, from equation 1, r = f/g, so 

=

Traveling 20 mph faster than Gary, it will take the officers 30 minutes to catch up to Gary. The answer is 3:30 PM.

To find this answer just do total miles divided by miles per gallon in order to find how many gallons of gas it will take to get from point A to Point B. Then multiply that answer by the cost of gasoline per gallon to find total amount spent on gasoline.