Math, asked by vanitha85, 1 month ago

How did tanA= ✓3/3 become tanA = 1/√3​

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Answers

Answered by shubhankarmahashabde
0

Answer:

Step-by-step explanation:

WE CAN WRITE 3 AS √3 × √3

Therefore,

√3/3 = √3/√3 × √3

= 1/√3 ( 1√3 cuts from both, numerator and denominator )

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