Math, asked by rishika5379, 10 months ago

If p = 12.q=26. then find the value of
√(2√3p) + 2q + √81.​

Answers

Answered by amitnrw
9

Given :  p = 12.q=26  

To find : value of  √(2√3p) + 2q + √81.​

Solution:

p = 12.q=26. then find the value of

√(2√(3p) + 2q )  + √81.​

p = 12

q = 26

Substitute

= √(2√(3*12) + 2*26 )  + 9

= √(2√(36) + 52 )  + 9

= √(2*6 + 52 )  + 9

= √(12 + 52 )  + 9

= √64  + 9

= 8  + 9

= 17

√(2√(3p) + 2q )  + √81.​ = 17

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(q+1/p)^m×(q-1/p)^m=(p/q)

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Answered by tsarita4040sarita
1

Answer:

the first answer is write pls mark me brainlist

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