can anyone do this question
Attachments:
Answers
Answered by
1
just write it as
[√(3+2+2×√6)] + [√(5+3-2×√15)],
[√(√3+√2)²] + [√(√5-√3)²],
√3+√2 + √5-√3,
√2+√5
[√(3+2+2×√6)] + [√(5+3-2×√15)],
[√(√3+√2)²] + [√(√5-√3)²],
√3+√2 + √5-√3,
√2+√5
Similar questions