I really need Help please!! :)
The students in Ms. Baca's art class were mixing yellow and blue paint. She told them that two mixtures will be the same shade of green if the blue and yellow paint are in the same ratio. The table below shows the different mixtures of the paint that the students made.
A B C D E
yellow 1 part 2parts 3parts 4parts 6parts
Blue 2part 3parts 6parts 6parts 9parts

How many different shades of paint did the students make?

Question

I really need Help please!! :)
The students in Ms. Baca's art class were mixing yellow and blue paint. She told them that two mixtures will be the same shade of green if the blue and yellow paint are in the same ratio. The table below shows the different mixtures of the paint that the students made.
              A        B         C         D         E
yellow 1 part  2parts  3parts 4parts 6parts
Blue    2part  3parts  6parts  6parts  9parts

How many different shades of paint did the students make?

anonymous · Answer

erm four?
.... I dont know anything

anonymous · Answer

According to the problem setup you have to find the ratio (fraction) of $$\frac{Blue}{Yellow}  -> Example: (Part A) \frac{2}{1} = 2 $$ Therefore part A is one new shade, you have to find the remaining fractions and check that they are new numbers or not.  If they are new a new shade! :)