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Testbook Test Series: Calculus  Differentiability
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If $y = f(x)$ is a solution of $ d^2y/dx^2 = 0$ , with boundary conditions $y=8$ at $x=0$
and $dy/dx =4$ at $x=16$, Find the value of $f(2)$
When they say, $y = f(x)$ is a solution of $ d^2y/dx^2 = 0$ What does that mean?
testbooktestseries
differentiability
calculus
asked
Dec 18, 2018
in
Mathematical Logic
by
shreyansh jain
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2.1k
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edited
Mar 12
by
ajaysoni1924

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comment
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@Mk Utkarsh
@srestha
@Magma
Please
help
0
for calculus problems, don't tag me, i can't help on this chapter, For rest atleast i can try
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The function defined for positive integers by $F\left ( 1 \right )=1 F\left ( 2 \right )=1 F\left ( 3 \right )=1$ and by identites $F\left ( 2k \right )=F\left ( k \right ), F\left ( 2k+1 \right )=F\left ( k \right ) for\; k>=2$ ... is___ ??
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