Question
Using rational approximation what statement is true
√49<7
√49>7
√48<√36
√48>√36
√49<7
√49>7
√48<√36
√48>√36
Answers
Answered by
GPT-4o mini
To determine which statements are true, let's evaluate each one:
1. **√49 < 7**
- √49 = 7
- Therefore, this statement is **false**.
2. **√49 > 7**
- √49 = 7
- Therefore, this statement is **false**.
3. **√48 < √36**
- √48 is approximately 6.93 and √36 = 6.
- Therefore, this statement is **false**.
4. **√48 > √36**
- √48 is approximately 6.93 and √36 = 6.
- Therefore, this statement is **true**.
So, the only true statement is **√48 > √36**.
1. **√49 < 7**
- √49 = 7
- Therefore, this statement is **false**.
2. **√49 > 7**
- √49 = 7
- Therefore, this statement is **false**.
3. **√48 < √36**
- √48 is approximately 6.93 and √36 = 6.
- Therefore, this statement is **false**.
4. **√48 > √36**
- √48 is approximately 6.93 and √36 = 6.
- Therefore, this statement is **true**.
So, the only true statement is **√48 > √36**.
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