Susie is trying to calculate 7−(−3). She uses the subtraction algorithm and finds that the answer is 10. She is confused about why her answer is bigger than either of her original numbers since she is subtracting. How could a number-line model be connected to the expression 7−(−3) to help Susie understand why her answer of 10 is correct?(1 point)

Responses

On a number line, start at point −3. Then move 7 in the positive direction.
On a number line, start at point negative 3 . Then move 7 in the positive direction.

On a number line, find the distance from −3 to 7.
On a number line, find the distance from negative 3 to 7.

On a number line, look at the distance from point 3 to point 7.
On a number line, look at the distance from point 3 to point 7.

On a number line, start at point 7. Then move 3 in the negative direction.
On a number line, start at point 7. Then move 3 in the negative direction.

On a number line, start at point −3. Then move 7 in the positive direction.

On a number line, start at point −3 and move 7 in the positive direction. This represents adding 7 to −3. When we add a positive number to a negative number, the result becomes bigger. In this case, the distance between −3 and 7 is 10 units. So, the answer to 7−(−3) is indeed 10.