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lim
x
→
0
tan
(
{
x
}
−
1
)
sin
{
x
}
{
x
}
(
{
x
}
−
1
)
(
Where
{
.
}
→
F.P.
)
\lim_{x \rightarrow 0} \frac{\tan(\{x\} - 1) \sin\{x\}}{\{x\}(\{x\} - 1)} \quad (\text{Where } \{.\} \rightarrow \text{F.P.})
x
→
0
lim
{
x
}
({
x
}
−
1
)
tan
({
x
}
−
1
)
sin
{
x
}
(
Where
{
.
}
→
F.P.
)
Mathematics
Problem
lim
x
→
0
tan
(
{
x
}
−
1
)
sin
{
x
}
{
x
}
(
{
x
}
−
1
)
(
Where
{
.
}
→
F.P.
)
\lim_{x \rightarrow 0} \frac{\tan(\{x\} - 1) \sin\{x\}}{\{x\}(\{x\} - 1)} \quad (\text{Where } \{.\} \rightarrow \text{F.P.})
x
→
0
lim
{
x
}
({
x
}
−
1
)
tan
({
x
}
−
1
)
sin
{
x
}
(
Where
{
.
}
→
F.P.
)
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