1. Which of the following numbers are integers?11/3, 9.7, -163, -3/8, 1

A-1 AND -163?

2. Determine the maximum and minimum values of the following set of numbers.-36/7, -1, -2/3, 5/4, -5, 26/9
a- MAX 3 MIN. -5?

3.Add -4/5+(-3/4)= 1 11/20?

4. ADD 11 +(-4)= 7?

5. ADD -3/5 + (8/35)=13/35?

6. Determine the maximum and minimum values of the following set of numbers.2, -8, 1/2, -5/3, 9/4, -7, -73/9= max 9/4 min -8?

2,3,5,6 are wrong.

on #3 would the answer be -31/20?

#5 would the answer be -13/35?
#2- was supposed to have a 3 with the problem so that being said would the naswer be correst?
#6- min -7 max 9/4?

1. To determine which of the following numbers are integers, we need to understand what integers are. Integers are whole numbers, both positive and negative, including zero.

- Let's examine each number:
- 11/3 is not an integer since it is a fraction.
- 9.7 is not an integer since it is a decimal number.
- -163 is an integer because it is a whole number.
- -3/8 is not an integer since it is a fraction.
- 1 is an integer since it is a whole number.

Therefore, the integers in the given options are -163 and 1. So, A-1 AND -163 are the integers in the list.

2. To find the maximum and minimum values in the given set of numbers, we need to compare each number and identify the highest and lowest values.

- Let's compare the numbers:
- -36/7 is less than -1, -2/3, 5/4, -5, and 26/9.
- -1 is less than -2/3, 5/4, -5, and 26/9.
- -2/3 is less than 5/4, -5, and 26/9.
- 5/4 is less than -5 and 26/9.
- -5 is less than 26/9.
- 26/9 is the highest value in the given set.

Now, let's identify the lowest value:
- -36/7 is less than all the other numbers.
- Therefore, -36/7 is the lowest value in the given set.

The maximum value is 26/9, and the minimum value is -36/7. So, the answer is a- MAX 26/9 MIN -36/7.

3. To add -4/5 + (-3/4), we need to find a common denominator.
- The least common multiple of 5 and 4 is 20.
- So, we can rewrite -4/5 as (-16/20) and -3/4 as (-15/20).
- Now, we can add (-16/20) + (-15/20) = (-16 - 15) / 20 = -31/20.

Therefore, the sum of -4/5 + (-3/4) is -31/20, not 1 11/20.

4. To add 11 + (-4), we simply combine the numbers:
- 11 + (-4) = 7.

The sum of 11 and -4 is indeed 7.

5. To add -3/5 + (8/35), we need to find a common denominator.
- The least common multiple of 5 and 35 is 35.
- So, we can rewrite -3/5 as (-21/35) and 8/35 as 8/35.
- Now, we can add (-21/35) + (8/35) = (-21 + 8) / 35 = -13/35.

Therefore, the sum of -3/5 + (8/35) is -13/35, not 13/35.

6. To determine the maximum and minimum values in the given set of numbers, we need to compare each number.

- Let's compare the numbers:
- 2 is less than 9/4.
- 9/4 is greater than -8, 1/2, -5/3, and -7.
- -7 is less than -73/9.

Therefore, the maximum value is 9/4, and the minimum value is -8. So, the answer is max 9/4 min -8.