MATHEMATICS HIGH SCHOOL

30 mm
72 mm
What is the length of the hypotenuse?

Answers

Answer 1
Answer:

Your hypotenuse is 78mm.

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David is running a concession stand at a soccer game. He sells nachos and sodas. Nachos cost $2.50 each and sodas cost $1.50each. At the end of the game, David made a total of $120 and sold a total of 72 nachos and sodas combined. Which system of equations represents this situation? (x value represents nachos and y value represents sodas)(12, 60)(57, 15)(61, 26)(15, 57)

Dana just finished paying off the $15,400 loan she took out four years ago. the loan had 6.68% interest, compounded monthly. if dana paid a total of $18,321.60, how much did she pay in service charges?

Answers

She would have given 730.08 in service charges. let me know if i can show you how to figure the problem out ! :)

A number n increased by nineteen

Answers

n+19 Because to increase is to add

Mason sold 10 wristband and made a total of 5 dollars

Answers

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Change the fraction to a percent. 48/72

Answers

48/72= .6666
The answer is 66%
I got 65.2778%. I may have gotten a different answer then you.

Each week Suresh saves 312 of his allowance. Lisa saves 812 of her allowance each week. The children get the same amount of money for their allowances. How much less of his allowance does Suresh save than Lisa saves each week?

Answers

812 minus 312 is equal to 500 more saved

A golf course in Phoenix, Arizona, uses an average of 80 million gallons of water daily for irrigation. An average family of four (also living in Phoenix, AZ) uses 325,851 gallons of water per year. Rounded to the nearest ten, how many families of four can one golf course provide water for?

Answers

Answer:

89610 family

Step-by-step explanation:

An average family of four (also living in Phoenix, AZ) uses 325,851÷365 gallons of water per day

then

An average family of four (also living in Phoenix, AZ) uses 892.74247 gallons of water per day

therefore

the number of families of four can one golf course provide water for :

80 000 000÷892.74247=89611.509

the number of families of four can one golf course provide water for :

[rounded to the nearest ten] 89610.

:)

Answer:

Around 250 families can be provided with one golf course.

Step-by-step explanation:

Givens

  • A golf course uses 80 million gallons of water daily.
  • A family of four uses 325,851 gallons of water per year.

This situation can be described by the following equation

325,851x=80,000,000

Where x indicates the number of families that could use the 80 million galons of water.

Let's solve for x

x=(80,000,000)/(325,851)\n x \approx 250

Therefore, around 250 families can be provided with one golf course.
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