Posted by **Tonya** on Friday, February 15, 2008 at 5:44pm.

I need help bad.

Fractions

1)1/3 + 5/12 + 4/5 =

2)13/15 - 11/20 =

3)1 1/15 + 3 3/10 - 2 4/5 =

4)Robin ran 5 1/3 mi on Sunday, 2 1/4mi on Tues, and 3 1/2mi on Fri. How far did she run during the week?

5)The interest rate on an auto loan in May was 12 3/8%. By September the rate was up to 14 1/4%. How many percentage points did the interest rate increase over the period?

6)Julio works as a quality control expert in a beverage factory. The assembly line that he monitors produces about 20,000 bottles in a 24-hour period. julio samples about 120 bottles an hour and rejects the line if he finds more than 1/50 of the sample to be defective. About how many defective bottles should Julio allow before rejecting the entire line?

7)Lunch meat sells for about $3 per pound. You use about 1/2 pound per day for sandwiches. How much should you budget for lunch meat over the next month (about 20 workdays)?

8)17 11/12 / 6 1/10 =

- math -
**Ms. Sue**, Friday, February 15, 2008 at 5:50pm
For the first three problems, you need to change these fractions so they have a common denominator. Then add or subtract the numerators.

Example:

1/3 + 5/12 + 4/5 =

The number that's divisible by 3, 12, and 5 is 60.

1/3 = 20/60

5/12 = 25/60

4/5 = 48/60

20/60 + 25/60 + 48/60 = ?

Please attempt the other problems and post your answers. We'll be happy to check them for you.

- math -
**drwls**, Friday, February 15, 2008 at 5:56pm
These are exercises in converting to a common denominator, and then adding or subtracting fractions. Here is how to do the first one.

1) The common denominator is 3x4x5 = 60

1/3 + 5/12 + 4/5 = (20+25+48)/60 = 93/60

= 1 33/60 = 1 11/20 = 1.55

Now you try the others. There are many math teachers here willing to help student who make an effort. Someone will be glad to critique your work.

- math -
**george**, Saturday, February 26, 2011 at 12:30am
9 1/5 - 7 6/25 = 46/5 - 181/25 =

230 - 181/25 = 49/25 = 1 24/25

Now estimate to see if the answer is reasonable by rounding each mixed number to the nearest integer then subtracting.

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