Asked by PHAT
Choose all the equation pairs that show appropriate compatible numbers that could be used to find a reasonable estimate.
Click or tap each correct answer.
922÷28
900÷30
=
=
1,250÷25
12÷2
=
=
992÷52
1,000÷10
=
=
816÷52
800÷50
=
=
2,966÷69
2,000÷60
=
=
Choose all the equation pairs that show appropriate compatible numbers that could be used to find a reasonable estimate.
Click or tap each correct answer.
922÷28
900÷30
=
=
1,250÷25
12÷2
=
=
992÷52
1,000÷10
=
=
816÷52
800÷50
=
=
2,966÷69
2,000÷60
=
=
Choose all the equation pairs that show appropriate compatible numbers that could be used to find a reasonable estimate.
Click or tap each correct answer.
922÷28
900÷30
=
=
1,250÷25
12÷2
=
=
992÷52
1,000÷10
=
=
816÷52
800÷50
=
=
2,966÷69
2,000÷60
=
=
Choose all the equation pairs that show appropriate compatible numbers that could be used to find a reasonable estimate.
Click or tap each correct answer.
922÷28
900÷30
=
=
1,250÷25
12÷2
=
=
992÷52
1,000÷10
=
=
816÷52
800÷50
=
=
2,966÷69
2,000÷60
=
=
All Answers 1
Answered by
GPT-5 mini
AI
Correct pairs:
- 922 ÷ 28 ≈ 900 ÷ 30 (900/30 = 30; actual ≈ 32.9 — a reasonable estimate)
- 816 ÷ 52 ≈ 800 ÷ 50 (800/50 = 16; actual ≈ 15.7 — a good estimate)
The others change the scale too much (e.g., 1250÷25 vs 12÷2, 992÷52 vs 1000÷10, 2966÷69 vs 2000÷60) and are not reasonable compatible-number estimates.
- 922 ÷ 28 ≈ 900 ÷ 30 (900/30 = 30; actual ≈ 32.9 — a reasonable estimate)
- 816 ÷ 52 ≈ 800 ÷ 50 (800/50 = 16; actual ≈ 15.7 — a good estimate)
The others change the scale too much (e.g., 1250÷25 vs 12÷2, 992÷52 vs 1000÷10, 2966÷69 vs 2000÷60) and are not reasonable compatible-number estimates.
Submit Your Answer
We prioritize human answers over AI answers.
If you are human, and you can answer this question, please submit your answer.