A retail store sells two types of walnuts, the Indian walnuts at 120/kilo and chestnuts at $ 60/kilo. How many pounds of each type should Rogelio buy to have a mixture of 20 kilos sold at 80/kilo?
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Rogelio should buy: 6.67 kg of indian walnuts and 13.33 kg of chestnuts
The Indian walnuts price: $120 per kg
Chestnuts price: $60 per kg.
We are going to make a system of equations for the two types of walnuts. For the indian walnuts we're going to use the letter "I" and for the chestnuts "C".
Regarding its weight (in kg):
I + C = 20
I = 20 - C (I)
Regarding the costs ($):
120I + 60C = 80 × 20
120I + 60C = 1600 (II)
Using I in II:
120 × (20 - C) + 60C = 1600
2.400 - 120c + 60c = 1.600
-60C = -800
C = 13.33 KG
So for the indians walnuts we have:
I = 20 - 13.33
I = 6.67 KG
The Indian walnuts price: $120 per kg
Chestnuts price: $60 per kg.
We are going to make a system of equations for the two types of walnuts. For the indian walnuts we're going to use the letter "I" and for the chestnuts "C".
Regarding its weight (in kg):
I + C = 20
I = 20 - C (I)
Regarding the costs ($):
120I + 60C = 80 × 20
120I + 60C = 1600 (II)
Using I in II:
120 × (20 - C) + 60C = 1600
2.400 - 120c + 60c = 1.600
-60C = -800
C = 13.33 KG
So for the indians walnuts we have:
I = 20 - 13.33
I = 6.67 KG
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