X sells his goods 15 % cheaper than Y and 15 % dearer than Z. A person buys good worth Rs 1700 from X . If the person buys half the goods from Y and half the goods from Z, does he gain or lose?
Answers
Person Loses Rs 39.1 if he buy half the goods from Y and half the goods from Z
Step-by-step explanation:
X sells his goods 15 % cheaper than Y
Let say X sells in Rs X
then X = Y - (15/100)Y
=> X = 0.85Y
=> Y = X/0.85
X sells his goods 15 % Dearer than Z
=> X = Z + (15/100)Z
=> X = 1.15Z
=> Z = X/1.15
A person buys good worth Rs 1700 from X
n buys half the goods from Y and half the goods from Z,
=> X/2 = 1700/2 = 850 Rs
Y = 850/0.85 = 1000 Rs
Z = 850/1.15 = 739.1 Rs
Y + Z = 1000 + 739.1 = 1739.1 Rs
Person Loses Rs 39.1 if he buy half the goods from Y and half the goods from Z,
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Answer:
Step-by-step explanation