There are 3 red paints and 1 white paint that can be mixed to make new red paint colors. The paints are labeled A for Red78/Red23, B for Red23/Red17, C for Red17/White001. When mixing the paint for the new paint Firehouse Red, the formula calls for 4A:1D. How many of each paint is in Firehouse Red?  Choose the correct choice from the following options:
A) none of the below options
B) one part White001 : four parts Red23
C) four parts Red78 : one part Red17
D) four parts Red23 : one part Red17
E) one part White001 : four parts Red78
Solution   A : B = Red78 : Red23, B : C = Red23 : Red17, C : D = Red17 : White1   âˆ´Aâˆ¶Bâˆ¶Câˆ¶D= Red78 : Red23 : Red17 : White001.   Thus, A : D = Red78 : White001   4A:1D = Red78, Red78, Red78, Red 78 : White001   Correct Option one part White001 : four parts Red78
<result>E</result>
There are 3 red paints and 1 white paint that can be mixed to make new red paint colors. The paints are labeled A for Red78/Red23, B for Red23/Red17, C for Red17/White001. When mixing the paint for the new paint Firehouse Red, the formula calls for 4A:1D. How many of each paint is in Firehouse Red?