m. (a) How much larger is the tension in the upper string (T1) co O T1 = (1/4)T2 O T1 = 4T2 O T1 = T2 O T1 = 2T2 O T1 = (1/2)T2 (b) How much larger is the tension in the upper string (T1) co O T1 = 5T2 O T1 = 2T2 O T1 = 3T2 O T1 = (1/5)T2 O T1 = T2

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Chapter1: Units, Trigonometry. And Vectors
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Two ornaments of equal masses are hung from the ceiling by a thin string as shown in the diagram below.

**Diagram Explanation:**
The diagram shows two masses (m₁ and m₂) suspended by strings. The upper string has tension T₁, and the lower string has tension T₂.

(a) How much larger is the tension in the upper string (T₁) compared to the tension in the lower string (T₂), if m₁ = m₂? (Select one of the 5 choices)

- ○ T₁ = (1/4)T₂
- ○ T₁ = 4T₂
- ○ T₁ = T₂
- ○ T₁ = 2T₂
- ○ T₁ = (1/2)T₂

(b) How much larger is the tension in the upper string (T₁) compared to the tension in the lower string (T₂), if m₁ = 5m₂? (Select one of the 5 choices)

- ○ T₁ = 5T₂
- ○ T₁ = 2T₂
- ○ T₁ = 3T₂
- ○ T₁ = (1/5)T₂
- ○ T₁ = T₂
Transcribed Image Text:Two ornaments of equal masses are hung from the ceiling by a thin string as shown in the diagram below. **Diagram Explanation:** The diagram shows two masses (m₁ and m₂) suspended by strings. The upper string has tension T₁, and the lower string has tension T₂. (a) How much larger is the tension in the upper string (T₁) compared to the tension in the lower string (T₂), if m₁ = m₂? (Select one of the 5 choices) - ○ T₁ = (1/4)T₂ - ○ T₁ = 4T₂ - ○ T₁ = T₂ - ○ T₁ = 2T₂ - ○ T₁ = (1/2)T₂ (b) How much larger is the tension in the upper string (T₁) compared to the tension in the lower string (T₂), if m₁ = 5m₂? (Select one of the 5 choices) - ○ T₁ = 5T₂ - ○ T₁ = 2T₂ - ○ T₁ = 3T₂ - ○ T₁ = (1/5)T₂ - ○ T₁ = T₂
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