Math, asked by lalitattri10, 6 months ago

The thikness of thd laminar boundary layers from on a flat plate at points P is 8 cm and at point Q which is 2cm downstream from point P is 10cm respectively. The distance of the point P when measured from the leading edge of the plate is​

Answers

Answered by knjroopa
30

Step-by-step explanation:

Given The thickness of the laminar boundary layers from on a flat plate at points P is 8 cm and at point Q which is 2 cm downstream from point P is 10 cm respectively. The distance of the point P when measured from the leading edge of the plate is

  • So thickness of a boundary layer on a flat plate is 8 cm
  • So ΔP = 8 cm
  • So ΔQ = 10 cm
  • So from the relation Δ is proportional to x^1
  • Therefore ΔP / ΔQ = x^1 P / x^1 Q
  • Distance of  P from the leading edge of the plate will be
  •       Or 8 / 10 = (x – 2)^1 / x^1
  •        Or 8x = 10 (x – 2)
  •            8x = 10 x – 20
  •          Or – 2x = - 20
  •         Or x = 10 m

Reference link will be

https://brainly.in/question/11865242

Answered by shahanaaz90
8

Answer:

X=10m will be the correct answer

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