Question 32
SurdsIf (√2 + √3)/√3 is simplified as m + n√6, find the value of (m + n).
- A.⅓
- B.⅔
- C.1⅓
- D.1⅔
Show the answer and explanation
Answer: C (1⅓)
Explanation
Multiply top and bottom by √3: (√6 + 3)/3 = 1 + ⅓√6, so m + n = 1 + ⅓ = 1⅓.
If (√2 + √3)/√3 is simplified as m + n√6, find the value of (m + n).
Answer: C (1⅓)
Multiply top and bottom by √3: (√6 + 3)/3 = 1 + ⅓√6, so m + n = 1 + ⅓ = 1⅓.