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Standard XII

Mathematics

Derivative of One Function w.r.t Another

27 Let F(x) b...

Question

27 Let F(x) be a continous function defined for x belongs [1,3] . If f(x) takes rational values for all x and F(2)=10 then value of f(1.5) is a) 7.5 b) 10 c) 5 d) none of these

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Q. Let

f (x)

be a continuous function defined for

1 \leq x \leq 3

. If

f (x)

takes rational values for all

x

and

f (2) = 10

then the value of

f (1.5)

Q. Let

f

be a continuous function on [1,3]. lf

f

takes only rational values for all

x

and

f (2) = 10

then

f (1.5)

is equal to

Q. Let

f (x)

be a continuous function defined for

1 \leq x \leq 3

. If

f (x)

takes rational values for all

x

and

f (2) = 196

, then

f (1.5) =

Q. If f(x) be a continuous function defined for

1 \leq x \leq 3, f (x) ϵ Q \forall x ϵ [1, 3], f (2) = 10

, (where Q a set of all rational numbers) then f(1.8) is

If f(x) be a continuous function defined for $1 \leq x \leq 3. f (x) ϵ Q \forall x ϵ [1, 3] a n d f (2) = 10$ (Where Q is a set of all rational numbers). Then, f(1.8) is

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