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If x=7 4√3,find the value of (√x ×1/√x)?
Most Upvoted Answer
If x=7 4√3,find the value of (√x ×1/√x)?
Question:
If x=7 4√3,find the value of (√x ×1/√x)? Explain in details.

Answer:
Given:

x = 7 4√3

To find the value of (√x ×1/√x)


Solution:
Step 1: Simplify the value of x

x = 7 4√3

x = 7 × 4 × √3

x = 28√3


Step 2: Simplify (√x ×1/√x)

(√x ×1/√x) = (√28√3 × 1/√28√3)

(√x ×1/√x) = (√(28 × 3) / √(28 × 3))

(√x ×1/√x) = ( √84 / √84 )

(√x ×1/√x) = 1


Step 3: Final Answer

Therefore, the value of (√x ×1/√x) is 1.


Conclusion:
Therefore, we have found that the value of (√x ×1/√x) is 1.
Community Answer
If x=7 4√3,find the value of (√x ×1/√x)?
Underoot x will cit with 1/underoot x
So remaining will be 1
Therefore answer is1
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