Qualification > Queries

ANY DOUBTS HERE!!!

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Alpha:

--- Quote from: asiftasfiq93 on August 23, 2010, 07:45:58 am ---how can a graph of y=x^n pass through (2,200) and (2,2000) at the same time ??? ???

--- End quote ---

The passes twice where x=2.

Saladin:

--- Quote from: Ghost Of Highbury~ on August 25, 2010, 02:23:53 pm ---How does the brightness of the spots on the screen (fringes) , the separation, and the number of fringes change as we

i) change the width of each slit but the separation of the slit is same

ii) The separation of the slits is increased.

--- End quote ---

This may be of some use.

S.M.A.T:

--- Quote from: ~Alpha on August 26, 2010, 12:45:44 pm ---The passes twice where x=2.

--- End quote ---

As far as  i know a graph of y=x^n cannot pass through these points at the same time.

Alpha:

--- Quote from: asiftasfiq93 on August 26, 2010, 04:21:01 pm ---As far as  i know a graph of y=x^n cannot pass through these points at the same time.

--- End quote ---

Do you know the power (n)?

I know you're thinking about the arc shaped curve. That arc can make a more acute bend. Can it?

Ghost Of Highbury:
y = x^n passing through (2,200) and (2,2000) doesnt seem right.

for any n belongs to R...no matter how large the value of y is ...the graph wont ever become parallel to the y-axis.

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