Question

The Dolphins scored 2x – 7 points, while the Jaguars scored – 5x – 3 points. How many more points did the Dolphins score than the Jaguars?

Answer 1

Answer:

7x - 4

Step-by-step explanation:

Supposing that the Dolphins scored more points than the Jaguars by the language of the question .

Difference in points = (2x-7) - (-5x -3 ) = 2x-7+5x+3 = 7x-4

As such , Dolphins score 7x - 4 more than the Jaguars.

Checking:

Dolphins Points = Jaguar points + 7x - 4

Dolphins score = -5x-3+7x-4 = 2x-7

Answer 2

Answer:

$7x - 4$ points

Step-by-step explanation:

To find out how many more points the Dolphins scored than the Jaguars, we need to subtract the Jaguars' score from the Dolphins' score.

The Dolphins scored $2x - 7$ points, and the Jaguars scored $-5x - 3$ points.

So, the difference in their scores is:

$= (2x - 7) - (-5x - 3)$

To subtract the second expression, we need to distribute the negative sign:

$= 2x - 7 + 5x + 3$

Now, combine like terms:

$= (2x + 5x) + (-7 + 3)$

$= 7x - 4$

Therefore, the Dolphins scored $7x - 4$ points more than the Jaguars.