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Melanie went into a grocery store and bought 6 peaches and 8 mangos, costing a total
of $14.50. Jaya went into the same grocery store and bought 7 peaches and 4 mangos,
costing a total of $14.25. Write a system of equations that could be used to determine
the price of each peach and the price of each mango. Define the variables that you use
to write the system.

Respuesta :

The system of equations that can be used to determine the price of each mango and peach is:

6p + 8m = $14.50 equation 1

7p + 4m = $14.25 equation 2

Where:

p = price of one peach

m = price of one mango

What are the system of equations?

In order to determine the price of each mango and peach, two sets of equations have to be formulated. These set of equations are known as simultaneous equations. The equations would have to be solved simultaneously in order to determine the required values.

The values can be solved using either the:

  • elimination method
  • substitution method
  • graph method

To learn more about simultaneous equations, please check: https://brainly.com/question/25875552

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