Use compatible numbers to find the quotient

2.99 / 29

48/ 3.2

0.18/0.33

152/5.12

41.9/19

33.90/10.2

502/9.5

180.8/6

48/3.33

0.65/5.1

18.2/11

55/10.7

117.8/0.12

0.6/5

145/0.3

435.2/39

60/5.9

1.8/20

Please see my response to your first posting of these questions.

I haven't seen any work from you.

I don't know it. I need help now please post answer because its 12:53 and I'm tried!

Where is the answer's.

0.65 / 5.1 = 0.14

To use compatible numbers to find the quotient, you can round the numbers involved in the division to more manageable and easy-to-calculate numbers. Here's how you can do it for each of the given divisions:

1. 2.99 / 29:
Compatible numbers: 3 / 30
The quotient is approximately 0.1.

2. 48 / 3.2:
Compatible numbers: 50 / 3
The quotient is approximately 16.7.

3. 0.18 / 0.33:
Compatible numbers: 0.2 / 0.3
The quotient is approximately 0.7.

4. 152 / 5.12:
Compatible numbers: 150 / 5
The quotient is approximately 30.

5. 41.9 / 19:
Compatible numbers: 42 / 20
The quotient is approximately 2.1.

6. 33.90 / 10.2:
Compatible numbers: 34 / 10
The quotient is approximately 3.4.

7. 502 / 9.5:
Compatible numbers: 500 / 10
The quotient is approximately 50.

8. 180.8 / 6:
Compatible numbers: 180 / 6
The quotient is approximately 30.

9. 48 / 3.33:
Compatible numbers: 50 / 3
The quotient is approximately 16.7.

10. 0.65 / 5.1:
Compatible numbers: 0.7 / 5
The quotient is approximately 0.14.

11. 18.2 / 11:
Compatible numbers: 18 / 10
The quotient is approximately 1.8.

12. 55 / 10.7:
Compatible numbers: 60 / 11
The quotient is approximately 5.5.

13. 117.8 / 0.12:
Compatible numbers: 118 / 0.1
The quotient is approximately 1180.

14. 0.6 / 5:
Compatible numbers: 0.6 / 5
The quotient is approximately 0.12.

15. 145 / 0.3:
Compatible numbers: 150 / 0.3
The quotient is approximately 500.

16. 435.2 / 39:
Compatible numbers: 430 / 40
The quotient is approximately 10.8.

17. 60 / 5.9:
Compatible numbers: 60 / 6
The quotient is approximately 10.

18. 1.8 / 20:
Compatible numbers: 2 / 20
The quotient is approximately 0.1.

Note that these solutions are approximations obtained using compatible numbers. They might not be exact, but they can give you a good estimate of the actual quotient.