Question

Anastasia went shopping for birthday gift and brought three the same board games . She also spent $9.75 on birthdays cards . Anastasia spent total of 69.60. What was the price of the board games

Answer 1

Answer:

the price is 59.85

Step-by-step explanation:

i have to subtract  9.75 from 69.60 which equals 59.85

Answer 2

Equation is the way to represents the equality between two expression consisting the two variables or numbers. The price of the one board game is $19.95.

Given-

Total money spent by the Anastasia is $69.60.

Money spent by the Anastasia on the birthday gift is $9.75.

Total money spent by the Anastasia to buy the board games is,

$=69.60-9.75$

$=59.85$

The given problem can be solved with assuming the unknown variable using the given condition and creating a equation.

What is the equation?

Equation is the way to represents the equality between two expression consisting the two variables or numbers

There are total three board games she bought. Let the price of the one board game is x . Thus the price of the three board games is equal to the total money spent by the Anastasia to buy the board games. Therefore,

$x+x+x=59.85$

$3x=59.85$

$x=\dfrac{59.85}{3}$

$x=19.95$

Thus the price of the one board game is $19.95.

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