Phillip wants to make pickles with the supplies he finds at home. He has 4 jars, 10 cucumbers, and 100 oz of vinegar. Each cucumber makes six pickles. Each jar can hold 12 pickles. It takes 10 ounces of vinegar per jar of pickles. When he is all done making as many pickles as he has supplies for, how many ounces of vinegar are left?
The jars allow him to make 48 pickles because 4 x 12 = <<4*12=48>>48
The cucumbers allow him to make 60 pickles because 10 x 6 = <<10*6=60>>60
The vinegar allows him to make 10 jars of pickles because 100 / 10 = <<100/10=10>>10
The vinegar is enough to make 60 pickles because 10 x 6 = <<10*6=60>>60
He can make 48 pickles because 48 < 60
He needs 4 jars to make this because 48 / 12 = <<48/12=4>>4
He needs 40 ounces of vinegar because 4 x 10 = <<4*10=40>>40
He has 60 ounces remaining because 100 - 40 = <<100-40=60>>60
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Below is an instruction that describes a task. Write a response that appropriately completes the request.

### Instruction:
You are solving math problems. Here are some examples of how to solve the task:

An office has 90 workers. 2/3rds of them are men and the rest are women. The company hires 10 new employees and 100% of them are women. What is the total percentage of women in the company now?1/3rd of the workers before the new hires were women because 1 - (2/3) = 1/3
There were 30 women working for the company before the new hires
There are now 40 women working for the company because 30 + 10 = <<30+10=40>>40
There are 100 people working for the company because 90 + 10 = <<90+10=100>>100
The proportion of women working in the company is .4 because 40 / 100 = <<40/100=.4>>.4
The percentage of women working in the company is now 40 because .4 x 100 = <<.4*100=40>>40
#### 40[END]

A road has four intersections. At the first intersection, there are 40 road signs showing different types of information mounted on the street poles. At the second intersection, 1/4 times more road signs than the first intersection are mounted on the street poles. The number of road signs at the third intersection is twice the number at the second intersection. If at the fourth intersection the number of road signs is 20 fewer than those at the third intersection, calculate the total number of road signs at the four intersections.There are 1/4*40 = <<1/4*40=10>>10 more road signs at the second intersection than the first intersection.
This means there are 40+10 =<<40+10=50>>50 road signs at the second intersection.
The total number of road signs at the first and second intersection is 50+40 = <<50+40=90>>90
The third intersection has twice the number of road signs at the second intersection, meaning there are 2*50 = <<2*50=100>>100 road signs.
The total number of road signs at first to the third intersection is 90+100 = <<90+100=190>>190 road signs.
At the fourth intersection, the number is 20 fewer than at the third intersection, meaning there are 100-20 = <<100-20=80>>80 road signs.
All four road intersections have 190+80 = <<190+80=270>>270 road signs in total.
#### 270[END]

Now, solve this next question in the style of the above examples:

Phillip wants to make pickles with the supplies he finds at home. He has 4 jars, 10 cucumbers, and 100 oz of vinegar. Each cucumber makes six pickles. Each jar can hold 12 pickles. It takes 10 ounces of vinegar per jar of pickles. When he is all done making as many pickles as he has supplies for, how many ounces of vinegar are left?

### Response:
The jars allow him to make 48 pickles because 4 x 12 = <<4*12=48>>48
The cucumbers allow him to make 60 pickles because 10 x 6 = <<10*6=60>>60
The vinegar allows him to make 10 jars of pickles because 100 / 10 = <<100/10=10>>10
The vinegar is enough to make 60 pickles because 10 x 6 = <<10*6=60>>60
He can make 48 pickles because 48 < 60
He needs 4 jars to make this because 48 / 12 = <<48/12=4>>4
He needs 40 ounces of vinegar because 4 x 10 = <<4*10=40>>40
He has 60 ounces remaining because 100 - 40 = <<100-40=60>>60
#### 60