a shop owner blends three types of tea,A,B,C in ratio 6:4:7.if the mass of tea C in the mixture is 28kg, find the difference in the masses of the other two types of tea.
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ratio of three types of tea=6:4:7
sum of the ratio=6+4+7=17
mass of c in the mixture = 28 kg
∴total mass of tea in the mixture = (17 × 28)/7
⇒ 476/7=68Kg
mass of a=(6 × 68)/17=24 Kg
mass of b =(4 × 68)/17=16 Kg
∴difference between a and b tea=24-16=8Kg
sum of the ratio=6+4+7=17
mass of c in the mixture = 28 kg
∴total mass of tea in the mixture = (17 × 28)/7
⇒ 476/7=68Kg
mass of a=(6 × 68)/17=24 Kg
mass of b =(4 × 68)/17=16 Kg
∴difference between a and b tea=24-16=8Kg
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Answered by
2
A would be 6/7 x 28kg = 24 kg
B would be 4/7 x 28kg = 16 kg
so the difference of the masses is
24 - 16 = 8kg
B would be 4/7 x 28kg = 16 kg
so the difference of the masses is
24 - 16 = 8kg
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