anonymous
  • anonymous
CAN SOMEONE PLLLZZ HELP ME!!!!!!!!!! The length of one side of a square can be determined by square rooting the area. Suppose the area of a square picture frame is represented by 1620v^9. Determine the exact length of one side of the picture frame.
Mathematics
  • Stacey Warren - Expert brainly.com
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SOLVED
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chestercat
  • chestercat
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anonymous
  • anonymous
A = length^2 A = 1620 v^9 length^2 = 1620 v^9 x^2 = 1620 v^9 Take the positive square root of both sides. x = sqrt(1620 v^9) x = sqrt(1620) sqrt(v^8) sqrt(v) x = sqrt(1620) v^4 sqrt(v) x = sqrt(1620) v^(9/2) x = 2 sqrt(405) v^(9/2) x = 6 sqrt(45) v^(9/2) x = 18 sqrt(5) v^(9/2)
anonymous
  • anonymous
thnx for tyhe help but thats not the right answer
anonymous
  • anonymous
the optiions are A.5v^4√18v B.18v^4√5v C.9v√5v^4 D.9v^4√5v

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anonymous
  • anonymous
Woops....sorry I wasn't thinking correctly here is the answer and I explained the rest in my first answer. Answer = B.18v^4√5v
anonymous
  • anonymous
thnx can you help me out with one more?
anonymous
  • anonymous
I can try
anonymous
  • anonymous
ok 8q^2/√q^17
anonymous
  • anonymous
what is the exact value*
anonymous
  • anonymous
mango are you there?

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