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jayy2x41
25.07.2019 •
Mathematics
5apples and 3 oranges cost $3.50 and 4 apples and 5 oranges cost $4.10. how much does one apple and one orange cost. let x = the cost of one apple. let y = the cost of one orange. a. write an equation for the cost of 5 apples plus 3 oranges. b. write an equation for the cost of 4 apples plus 5 oranges. c. solve the above system of equations using multiplication. d. what is the cost of one apple? what is the cost of one orange?
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Ответ:
x= cost of apple and y= cost of orange:
5x+3y=3.50, 4x+5y=4.10.
So 20x+12y=14, so 20x=14-12y; 20x+25y=20.50.
Substitute for 20x in the second equation: 14-12y+25y=20.50
13y=6.50, y=0.50. But 5x=3.50-3y, so 5x=3.50-1.50=2.00 and x=0.40.
so the cost of one apple is 40 cents and one orange is frickiin 50
Step-by-step explanation:
Ответ:
5x+3y=3.50, 4x+5y=4.10.
So 20x+12y=14, so 20x=14-12y; 20x+25y=20.50.
Substitute for 20x in the second equation: 14-12y+25y=20.50
13y=6.50, y=0.50. But 5x=3.50-3y, so 5x=3.50-1.50=2.00 and x=0.40.
Therefore the cost of one apple is 40 cents and one orange is 50 cents.
Ответ:
a, c
Step-by-step explanation: