the ratio of milk and chocolate powder in a chocolate cookie is 5 ratio 2 find the weight of each in a cookie whose weight is 700 grams
please solve and answer.
Answers
Answered by
1
Answer:
• Milk = 500 grams
• Chocolate Powder = 200 grams
Step-by-step explanation:
Let the weight of milk be 5x and chocolate powder be 2x.
→ 5x + 2x = 700 grams
→ 7x = 700 grams
→ x = 700/7 grams
→ x = 100 grams
Therefore, the weight of:-
• Milk = 5x = 5×100 g = 500 grams
• Chocolate Powder = 2x = 2×100 g = 200 grams
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Solution
Since, milk and chocolate powder are in a ration of 5:2, assume that the weight of milk is 5x and weight of chocolate powder is 2x.
Weight of cookie= Weight of milk + Weight of chocolate powder= 5x+2x= 7x
Given that
Weight of cookie= 700 gm
7x= 700
x=100gm
Thus the weight of milk= 5x= 5*100 = 500gm
Weight of chocolate powder =2x= 2* 100= 200gm
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