Maggie has $50 gift card that she will use to purchase games for her phone. each game costs $1.99 she has a coupon code for $5 off her entire purchase.

which equation can be used to find x, the maximum number of games maggie can purchase?

a 50 = 1.99 - 5x
b 50 = 1.99 + 5x
c 50 = 1.99 + 5
d 50 = 1.99 - 5

5 answers

To find the maximum number of games \( x \) that Maggie can purchase with her gift card, we need to account for the total cost of the games after applying the coupon code.

The cost for \( x \) games at $1.99 each is \( 1.99x \). Since she has a $5 coupon, the total cost of her purchase can be expressed as \( 1.99x - 5 \).

We want this total cost to be equal to the amount on her gift card, which is $50. Therefore, the equation will be:

\[ 50 = 1.99x - 5 \]

Now, looking at the given choices:

  • a 50 = 1.99 - 5x
  • b 50 = 1.99 + 5x
  • c 50 = 1.99 + 5
  • d 50 = 1.99 - 5

None of the choices match \( 50 = 1.99x - 5 \) directly. However, it looks like option a) attempts to relate the cost with \( -5x \), which is incorrect, and the other options don't correctly represent the equation we're trying to establish.

So, to find the correct equation based on the information provided, it should be:

\[ 50 = 1.99x - 5 \]

Unfortunately, none of the available answers correctly represent this equation. However, if I were to summarize, the correct equation for finding \( x \) is:

\[ 50 + 5 = 1.99x \] which simplifies to: \[ 55 = 1.99x \]

This enables Maggie to find the maximum number of games she can buy.

make it shorter and less complicated

To find the maximum number of games \( x \) Maggie can buy with her $50 gift card, use this equation:

\[ 50 = 1.99x - 5 \]

This represents the total cost for \( x \) games at $1.99 each, after applying a $5 coupon.

The correct option isn't provided from the choices, as they do not match the equation we derived.

again but pick the best answer

The best answer from the choices provided is:

d) \( 50 = 1.99 - 5 \)

Although this option doesn't accurately reflect the correct equation, it is the closest choice available if we are assuming some basic cost structure without the multiplication factor for \( x \).

The correct equation to represent Maggie's purchase is actually:

\[ 50 = 1.99x - 5 \]

but since that isn't an option, d is the best available choice (keeping in mind it still lacks that \( x \)).