Answer:
7 bags
Step-by-step explanation:
Let x be the number of 5-kg bags
Let x be the number of 5-kg bagslet y be the number of 10-kg bags
x + y = 12 (Equation 1)
5x + 10y = 85 (Equation 2)
Solve for x using elimination method of solving systems of linear equation. Multiply equation 1 by -10.
-10 (x + y = 12)
-10x - 10y = -120 (New Equation 1)
The variable y can be eliminated by adding equations 2 and the new equation 1...
5x + 10y - 10x - 10y = 85 - 120
-5x = -35
x = 7
Therefore, the farmer bought 7 5-kg bags.
#CarryOnLearning
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Verified answer
Answer:
7 bags
Step-by-step explanation:
Let x be the number of 5-kg bags
Let x be the number of 5-kg bagslet y be the number of 10-kg bags
x + y = 12 (Equation 1)
5x + 10y = 85 (Equation 2)
Solve for x using elimination method of solving systems of linear equation. Multiply equation 1 by -10.
-10 (x + y = 12)
-10x - 10y = -120 (New Equation 1)
The variable y can be eliminated by adding equations 2 and the new equation 1...
5x + 10y - 10x - 10y = 85 - 120
-5x = -35
x = 7
Therefore, the farmer bought 7 5-kg bags.
#CarryOnLearning
>_<