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Higher Order Derivatives

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What is graph of {y} = {sinx} Where { } is fractional part function

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Similar questions

Q. Range of the function

f

f (x) = [\frac{1}{sin {x}}]

[.]

.

respectively denote the greatest integer and the fractional part functions) is

f (x) = \frac{sin {x}}{x^{2} + a x + b}

f (5^{+})

f (3^{+})

exists finitely and are not zero, then the value of

(a + b)

{\cdot}

represents fractional part function).

A = 4 \int 1 {x - 0.4} d x

{x}

is a fractional part function, then the value of

A

Q. The domain of

\frac{1}{\sqrt{{sin x} + {sin (π + x)}}}

(where {.} denotes the fractional part of

x

)

Q. Range of the function

f (x) = ln {({x}}^{2} + 3 {x} + 2)

{.}

is fractional part function)

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