the cost of 2 kg of apples and 1 kg of grapes on a day was found to be rupees 160 after a month cost of 4 kg of apples and 9 kg of grapes in Rupees 300 represent the situation algebraically
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Answered by
4
2x+1y=160
4x+9y=360
this might help you
4x+9y=360
this might help you
Answered by
16
Algebraic representation of a pair of linear equations:
The representation of word problems in the form of linear equations is called an algebra representation.
For this we use the following steps:
Step 1.
Identify the variable quantities in the given statement and let these be X and Y.
Step 2.
Use the Conditions given in the problem to frame equations in the unknowns X and Y.
SOLUTION:
Let the cost of 1 kg apple be x and cost of 1 kg grapes be y.
Condition 1:
2x+y = 160........(1)
Condition 2:
4x+9y = 300.....(2)
Equation 1 & 2 represent this situation algebraically.
=================================
Hope this will help you...
The representation of word problems in the form of linear equations is called an algebra representation.
For this we use the following steps:
Step 1.
Identify the variable quantities in the given statement and let these be X and Y.
Step 2.
Use the Conditions given in the problem to frame equations in the unknowns X and Y.
SOLUTION:
Let the cost of 1 kg apple be x and cost of 1 kg grapes be y.
Condition 1:
2x+y = 160........(1)
Condition 2:
4x+9y = 300.....(2)
Equation 1 & 2 represent this situation algebraically.
=================================
Hope this will help you...
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