Answer:
<u><em>First type</em></u>
nonpareils=43376.66 pounds
peanut clusters= 70070 pounds
<u><em>Second type</em></u>
peanut clusters= 43793.75 pounds
chocolate-covered raisins= 75075 pounds
<u><em>Third type</em></u>
nonpareils= 86753.33 pounds
peanut clusters= 26276.25 pounds
chocolate-covered raisins= 45045 pounds
Step-by-step explanation:
Types of party mixes;
nonpareils
peanut clusters
chocolate-covered raisins
Store has
130130 pounds of nonpareils
140140 pounds of peanut clusters
120120 pounds of chocolate-covered raisins
Ratio of % ages nonpareils of first and third types is given below;
2020:4040
or
1:2
Sum of ratios = 1+2=3
So %age share of First type nonpareils= 1× 130130/3=43376.66 pounds
and %age share of Third type = 2 × 130130/3=86753.33 pounds
Ratio of peanut clusters in each type
8080 : 5050 : 3030
or 808:505:303
sum of ratios = 808+505+303=1616
%age share of peanut clusters of First type = 808× 140140/1616=70070 pounds
%age share of peanut clusters of Second type = 505× 140140/1616=43793.75 pounds
%age share of peanut clusters of third type = 303 × 140140/1616=26276.25 pounds
Ratio of chocolate-covered raisins in second and third types;
5050: 3030
or
505:303
Sum of ratios = 505+303=808
%age of chocolate-covered raisins of second type =505×120120/808=75075 pounds
%age ratio of chocolate-covered raisins of third type = 303× 120120/808=45045 pounds
