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2. Count backwards in thousands frome \( \begin{array}{ll}\text { a) } 31050 \text { to } 25050 & \text { b) } 49900 \text { to } 42900 \\ \text { c) } 78999 \text { to } & 9999\end{array} \) 3. Fll in the missing numbers in the number chains below: \( \begin{array}{ll}\text { a) } 91999 & \rightarrow-10 \rightarrow \square \rightarrow-10 \rightarrow \square \rightarrow-10 \rightarrow \square \rightarrow-10 \rightarrow \square--10 \rightarrow \square \\ \text { b) } 24701 & \rightarrow-200 \rightarrow \square \rightarrow-200 \rightarrow \square \rightarrow-200 \rightarrow \square \rightarrow-200 \rightarrow \square\end{array} \)

Ask by Reese Sanders. in South Africa
Jan 23,2025

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Answer

**2. Counting Backwards in Thousands** - **a) From 31,050 to 25,050:** - 31,050 → 30,050 → 29,050 → 28,050 → 27,050 → 26,050 → 25,050 - **b) From 49,900 to 42,900:** - 49,900 → 48,900 → 47,900 → 46,900 → 45,900 → 44,900 → 43,900 → 42,900 - **c) From 78,999 to 9,999:** - 78,999 → 77,999 → 76,999 → 75,999 → 74,999 → 73,999 → 72,999 → 71,999 → 70,999 → 69,999 → 68,999 → 67,999 → 66,999 → 65,999 → 64,999 → 63,999 → 62,999 → 61,999 → 60,

Solution

Sure, let's tackle each problem step by step. --- ## **2. Counting Backwards in Thousands** ### **a) From 31,050 to 25,050** To count backwards in thousands, subtract 1,000 each step: 1. **31,050** 2. **30,050** (31,050 - 1,000) 3. **29,050** (30,050 - 1,000) 4. **28,050** (29,050 - 1,000) 5. **27,050** (28,050 - 1,000) 6. **26,050** (27,050 - 1,000) 7. **25,050** (26,050 - 1,000) **Sequence:** 31,050 → 30,050 → 29,050 → 28,050 → 27,050 → 26,050 → 25,050 --- ### **b) From 49,900 to 42,900** Similarly, subtract 1,000 each step: 1. **49,900** 2. **48,900** (49,900 - 1,000) 3. **47,900** (48,900 - 1,000) 4. **46,900** (47,900 - 1,000) 5. **45,900** (46,900 - 1,000) 6. **44,900** (45,900 - 1,000) 7. **43,900** (44,900 - 1,000) 8. **42,900** (43,900 - 1,000) **Sequence:** 49,900 → 48,900 → 47,900 → 46,900 → 45,900 → 44,900 → 43,900 → 42,900 --- ### **c) From 78,999 to 9,999** Subtracting 1,000 each step: 1. **78,999** 2. **77,999** (78,999 - 1,000) 3. **76,999** (77,999 - 1,000) 4. **75,999** (76,999 - 1,000) 5. **74,999** (75,999 - 1,000) 6. **73,999** (74,999 - 1,000) 7. **72,999** (73,999 - 1,000) 8. **71,999** (72,999 - 1,000) 9. **70,999** (71,999 - 1,000) 10. **69,999** (70,999 - 1,000) 11. **68,999** (69,999 - 1,000) 12. **67,999** (68,999 - 1,000) 13. **66,999** (67,999 - 1,000) 14. **65,999** (66,999 - 1,000) 15. **64,999** (65,999 - 1,000) 16. **63,999** (64,999 - 1,000) 17. **62,999** (63,999 - 1,000) 18. **61,999** (62,999 - 1,000) 19. **60,999** (61,999 - 1,000) 20. **59,999** (60,999 - 1,000) 21. **58,999** (59,999 - 1,000) 22. **57,999** (58,999 - 1,000) 23. **56,999** (57,999 - 1,000) 24. **55,999** (56,999 - 1,000) 25. **54,999** (55,999 - 1,000) 26. **53,999** (54,999 - 1,000) 27. **52,999** (53,999 - 1,000) 28. **51,999** (52,999 - 1,000) 29. **50,999** (51,999 - 1,000) 30. **49,999** (50,999 - 1,000) 31. **48,999** (49,999 - 1,000) 32. **47,999** (48,999 - 1,000) 33. **46,999** (47,999 - 1,000) 34. **45,999** (46,999 - 1,000) 35. **44,999** (45,999 - 1,000) 36. **43,999** (44,999 - 1,000) 37. **42,999** (43,999 - 1,000) 38. **41,999** (42,999 - 1,000) 39. **40,999** (41,999 - 1,000) 40. **39,999** (40,999 - 1,000) 41. **38,999** (39,999 - 1,000) 42. **37,999** (38,999 - 1,000) 43. **36,999** (37,999 - 1,000) 44. **35,999** (36,999 - 1,000) 45. **34,999** (35,999 - 1,000) 46. **33,999** (34,999 - 1,000) 47. **32,999** (33,999 - 1,000) 48. **31,999** (32,999 - 1,000) 49. **30,999** (31,999 - 1,000) 50. **29,999** (30,999 - 1,000) 51. **28,999** (29,999 - 1,000) 52. **27,999** (28,999 - 1,000) 53. **26,999** (27,999 - 1,000) 54. **25,999** (26,999 - 1,000) 55. **24,999** (25,999 - 1,000) 56. **23,999** (24,999 - 1,000) 57. **22,999** (23,999 - 1,000) 58. **21,999** (22,999 - 1,000) 59. **20,999** (21,999 - 1,000) 60. **19,999** (20,999 - 1,000) 61. **18,999** (19,999 - 1,000) 62. **17,999** (18,999 - 1,000) 63. **16,999** (17,999 - 1,000) 64. **15,999** (16,999 - 1,000) 65. **14,999** (15,999 - 1,000) 66. **13,999** (14,999 - 1,000) 67. **12,999** (13,999 - 1,000) 68. **11,999** (12,999 - 1,000) 69. **10,999** (11,999 - 1,000) 70. **9,999** (10,999 - 1,000) **Sequence:** 78,999 → 77,999 → 76,999 → ... → 10,999 → 9,999 --- ## **3. Filling in the Missing Numbers in Number Chains** ### **a) Starting at 91,999 and subtracting 10 each step** **Given Chain:** 91,999 → -10 → □ → -10 → □ → -10 → □ → -10 → □ → -10 → □ **Filling in the blanks:** 1. **91,999** 2. **91,989** (91,999 - 10) 3. **91,979** (91,989 - 10) 4. **91,969** (91,979 - 10) 5. **91,959** (91,969 - 10) 6. **91,949** (91,959 - 10) **Completed Chain:** 91,999 → -10 → **91,989** → -10 → **91,979** → -10 → **91,969** → -10 → **91,959** → -10 → **91,949** --- ### **b) Starting at 24,701 and subtracting 200 each step** **Given Chain:** 24,701 → -200 → □ → -200 → □ → -200 → □ → -200 → □ **Filling in the blanks:** 1. **24,701** 2. **24,501** (24,701 - 200) 3. **24,301** (24,501 - 200) 4. **24,101** (24,301 - 200) 5. **23,901** (24,101 - 200) **Completed Chain:** 24,701 → -200 → **24,501** → -200 → **24,301** → -200 → **24,101** → -200 → **23,901** --- If you have any further questions or need additional assistance, feel free to ask!

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Bonus Knowledge

Starting with the first task, let’s count backwards in thousands: a) \(31050, 30050, 29050, 28050, 27050, 26050, 25050\) b) \(49900, 48900, 47900, 46900, 45900, 44900, 43900, 42900\) c) \(78999, 77999, 76999, 75999, 74999, 73999, 72999, 71999, 70999, 69999, 68999, 67999, 66999, 65999, 64999, 63999, 62999, 61999, 60999, 59999, 58999, 57999, 56999, 55999, 54999, 53999, 52999, 51999, 50999, 49999, 48999, 47999, 46999, 45999, 44999, 43999, 42999, 41999, 40999, 39999, 38999, 37999, 36999, 35999, 34999, 33999, 32999, 31999, 30999, 29999, 28999, 27999, 26999, 25999, 24999, 23999, 22999, 21999, 20999, 19999, 18999, 17999, 16999, 15999, 14999, 13999, 12999, 11999, 10999, 9999\) Now, let’s fill in the missing numbers in the number chains: a) \(91999 \rightarrow -10 \rightarrow 91989 \rightarrow -10 \rightarrow 91979 \rightarrow -10 \rightarrow 91969 \rightarrow -10 \rightarrow 91959 \rightarrow -10 \rightarrow 91949\) b) \(24701 \rightarrow -200 \rightarrow 24501 \rightarrow -200 \rightarrow 24301 \rightarrow -200 \rightarrow 24101 \rightarrow -200 \rightarrow 23901\)

Related Questions

Frau Witt fährt fünfmal pro Woche zur Arbeit. Die Arbeitsstelle ist 8 km 300 m von zu Hause entfernt. Wie viele km fährt sie in einer Woche? Kreuze die richtigen Rechenwege anl Begrùndel Man rechnet 8300 mal 5 , weil eine Arbeitswoche meistens 5 Tage hat. Man rechnet 8300 mal 5 und verdoppelt das Ergebnis für die Rückfahrt. Man rechnet 8300 mal 7 , weil eine Woche 7 Tage hat. Man rechnet 8300 mal 10 , weil sie die Strecke 10-mal in einer Woche fährt, 2) Wandle um! Verwende den Umwandlungsraster! 1 km 281 m - \( \qquad \) m \( \quad 6 \mathrm{~km} 400 \mathrm{~m}= \) \( \qquad \) m \( 21 \mathrm{~km} 4 \mathrm{~m}= \) \( \qquad \) \( 4 \mathrm{~km} 70 \mathrm{~m}= \) \( \qquad \) m \( \quad 26 \mathrm{~km} 380 \mathrm{~m}= \) \( \qquad \) m \( 3 \mathrm{~km} 3 \mathrm{~m}= \) \( \qquad \) m m (3) Entdecke die einzelnen Maße! \[ \begin{array}{rr} 14000 \mathrm{~m}= & 13041 \mathrm{~m}= \\ 3418 \mathrm{~m}= & 7005 \mathrm{~m}= \end{array} \] \( \qquad \) \( \qquad \) (4) Wandle in das jeweils kleinste angegebene Maß um! \( 2 \mathrm{~m} 356 \mathrm{~mm}= \) \( \qquad \) \( 5 \mathrm{~m} 3 \mathrm{dm}= \) \( \qquad \) \( 36 \mathrm{~m} 1 \mathrm{dm} 2 \mathrm{~cm}= \) \( \qquad \) \( 3 \mathrm{~m} 40 \mathrm{~cm}= \) \( \qquad \) \( 10 \mathrm{~m} 6 \mathrm{~cm}= \) \( \qquad \) \( 3 \mathrm{~m} 8 \mathrm{~mm}= \) \( \qquad \) \( 24 \mathrm{~m} 8 \mathrm{~cm}= \) \( \qquad \) \( 30 \mathrm{~m} 4 \mathrm{dm}= \) \( \qquad \) \( 7 \mathrm{~m} 78 \mathrm{~mm}= \) \( \qquad \) (5) Entdecke die einzelnen Maße! \[ \begin{array}{ll} 4512 \mathrm{~mm}= & 45200 \mathrm{~m}= \\ 16000 \mathrm{~m}= & 3008 \mathrm{~cm}= \\ 4200 \mathrm{dm}= & 1379 \mathrm{~mm}= \\ 14034 \mathrm{~m}= & 9888 \mathrm{~mm}= \end{array} \] \( \qquad \) \( \qquad \) \( \qquad \) 6 Welche Reihe passt zum Umwandlungsraster? \( \mathrm{km}-\mathrm{m}-\mathrm{m}-\mathrm{dm}-\mathrm{cm}-\mathrm{cm}-\mathrm{mm} \) \( k m-m-m-d m-d m-c m-m m \) \( k m-m-m-m-d m-c m-m m \) \( m m-c m-d m-m-m-k m \) (7) Wiederholungsaufgaben \( \underline{2885 \cdot 24} \) Entdecke die einzelnen Maße: \( 37403: 4= \) \( \qquad \) \( 160 \mathrm{~g}= \) \( \qquad \)
Arithmetic Austria Jan 23, 2025
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