If the following integers were plotted on a number line with twenty-five, which integer would appear on the same side of zero and have a greater distance from zero?

1. opposite of eighteen
2. negative one
3. opposite of negative thirty-one
4. twenty-four

hint: which choice has a greater size than 25?

opposite of negative 31?

we have a winner!!

opposite of -31 is +31, which is on the same side as 25, but farther away from zero.

As you could see, they made it too easy by offering only one choice greater than 25. Bozos.

Ok Im not that good at math so that's why I asked but thanks

Steve is right. That is the only answer it gives you. So yeah.

lol

:)

To determine which integer would appear on the same side of zero and have a greater distance from zero, we can follow these steps:

1. Find the absolute value of each integer. The absolute value is the distance of a number from zero on the number line.

1.1. The absolute value of "opposite of eighteen" is 18, as the opposite of a positive number is a negative number with the same absolute value.

1.2. The absolute value of "negative one" is 1, as the negative sign indicates a number is to the left side of zero.

1.3. The absolute value of "opposite of negative thirty-one" is 31, as the opposite of a negative number is a positive number with the same absolute value.

1.4. The absolute value of "twenty-four" is 24, as it is a positive number.

2. Compare the absolute values. The integer with the greatest absolute value will have a greater distance from zero.

2.1. The absolute value of 31 is greater than the absolute values of 18, 1, and 24.

Therefore, the integer "opposite of negative thirty-one" would appear on the same side of zero and have a greater distance from zero.