it will cost $285 to charter a bus for a class trip. the class treasurer says that there is $60 in the class treasury. the 20 students going on the trip agree to make up the difference. write and solve an equation to find how much each students will pay

Answers

Answer 1

Answer: (285-60)/20
Which is $11.25 per child

Answer 2

Answer: (285-60) divided by 20 =11.25

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Answers

Answer: the volume is 1500

Step-by-step explanation:

The answer is the product of the swuare of the radius of the tank (10^2) and the height. so it would be (10 x 10) x 15

amy is building a house. the basement floor is at -15 feet. the roof of the house is above the ground 25 feet. express the comparison if heights as an inequality. explain the meaning of the inequality.

Answers

Answer: 375 sq.ft

Step-by-step explanation:

Answer:it means different

Step-by-step explanation:

What is the value of the range in this data set.

17,19,30, 199, 1

Answers

199-1=198.Therefore your answer is 198.

Hope this helps.

your answer is 198 i hope that this helps some

A car uses one gallon of gasoline for every 20 miles it travels. If a gallon of gasoline costs $3.98, how much will the gas cost, to the nearest dollar, to travel 180 miles?

Answers

$x/180mi=$3.98/20mi.
180/20=9
so 3.98(9)=$ for 180 miles.
3.98(9)=$35.82

What is 78% of 112?..

Answers

Multiply 112 by 0.78 to find 78% of the original number. 112*0.78=87.36

To find what percent of number x is number y, you should divide number x by number y. Then multiply your result by 100 and this will give you the percentage. Your formula should look like x/y * 100.
so
78% of 112 = 87.36

What is 2.63 to the nearest tenth

Answers

2.6 or 2.60 I believe.

The 6 is the tenth place. And the number to the right is 3. Which is lower than 5. We round down.

2.63 becomes 2.6

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You are renting a moving truck for a day. There is a daily fee of $20 and a charge of $0.75 per mile. Your budget alloes a maximum total cost of $65. Write and solve an inequality that represents the number of miles you can drive a truck