Math, asked by ankitashine9999, 2 months ago

4537 is a prime number
or not​

Answers

Answered by karishmarahi
3

Step-by-step explanation:

NO

4537 is not a prime number

Answered by SKrajSamManna
0

\:  \:  \:  \:  \:  \:  \:  \:  \:  \:  \:  \:  \: \large\pink꧁ \green{{\underline{\red{ \underline{\purple{\overline{\orange{\overline{ \huge\blue{\textbf{A}\normalsize\bf\green{n\large{s \Large{w\huge{e}}}}\bf{\huge{R}}}}}}}}}}}} \pink꧂

 \\ \tiny \red᳀ \green᳀ \blue᳀ \pink᳀ \purple᳀ \orange᳀\red᳀ \green᳀ \blue᳀ \pink᳀ \purple᳀ \orange᳀\red᳀ \green᳀ \blue᳀ \pink᳀ \purple᳀ \orange᳀\red᳀ \green᳀ \blue᳀ \pink᳀ \purple᳀ \orange᳀\red᳀ \green᳀ \blue᳀ \pink᳀ \purple᳀ \orange᳀\red᳀ \green᳀ \blue᳀ \pink᳀ \purple᳀ \orange᳀

 \texttt \red{No,  \: 4537 \:  is not \:  a \:  prime \:  number} \\   \texttt \red{because 4537 is divisible by 13.}

 \huge\Longrightarrow  \green{\frac{ {\bcancel{4537}}^{ \:  \: 349} }{ \bcancel{13}}}  \\  \\   \huge\Longrightarrow  \green{349} \:  \:  \:  \:  \:  \:  \:  \:  \:

\tiny \red᳀ \green᳀ \blue᳀ \pink᳀ \purple᳀ \orange᳀\red᳀ \green᳀ \blue᳀ \pink᳀ \purple᳀ \orange᳀\red᳀ \green᳀ \blue᳀ \pink᳀ \purple᳀ \orange᳀\red᳀ \green᳀ \blue᳀ \pink᳀ \purple᳀ \orange᳀\red᳀ \green᳀ \blue᳀ \pink᳀ \purple᳀ \orange᳀\red᳀ \green᳀ \blue᳀ \pink᳀ \purple᳀ \orange᳀ \\ \\ \\ \tiny \red᳀ \green᳀ \blue᳀ \pink᳀ \purple᳀ \orange᳀\red᳀ \green᳀ \blue᳀ \pink᳀ \purple᳀ \orange᳀\red᳀ \green᳀ \blue᳀ \pink᳀ \purple᳀ \orange᳀\red᳀ \green᳀ \blue᳀ \pink᳀ \purple᳀ \orange᳀\red᳀ \green᳀ \blue᳀ \pink᳀ \purple᳀ \orange᳀\red᳀ \green᳀ \blue᳀ \pink᳀ \purple᳀ \orange᳀

 \large \textbf\red{What is Prime Number? } \\  \small \text \blue{\underline{A prime number is a natural number greater}} \\  \small \text \blue{\underline{than \:  1 \:  that \:  is not a \:  product of two smaller}} \\  \small \text \blue{\underline{natural \:   \:  \:  \:  \: numbers. \:  \:  \: \:  \:   A  \:  \: natural \: \:  \:   \:  number}} \\  \small \text \blue{\underline{greater \:  \:  than  \: 1  \: that  \: is not prime is called a}} \\  \small \text \blue{\underline{composite \:  \:  \:  number. \:  \:  \:  \:  \:  \:  \:  \:  For example,  \:  \: 5  \: is}} \\  \small \text \blue{\underline{prime \:  \:  because \:  \:  \:  the \:  only ways of writing it}} \\  \small \text \blue{\underline{as a product, 1 × 5 or 5 × 1, involve 5 itself. }}

\tiny \red᳀ \green᳀ \blue᳀ \pink᳀ \purple᳀ \orange᳀\red᳀ \green᳀ \blue᳀ \pink᳀ \purple᳀ \orange᳀\red᳀ \green᳀ \blue᳀ \pink᳀ \purple᳀ \orange᳀\red᳀ \green᳀ \blue᳀ \pink᳀ \purple᳀ \orange᳀\red᳀ \green᳀ \blue᳀ \pink᳀ \purple᳀ \orange᳀\red᳀ \green᳀ \blue᳀ \pink᳀ \purple᳀ \orange᳀

 \small \texttt \red{ In simple term, prime number is a} \\  \small \texttt \red{number \:  that \:  is \:  divisible \:  only by} \\  \small \texttt \red{itself and 1(e.g. 2, 3, 5, 7, 11).}

\tiny \red᳀ \green᳀ \blue᳀ \pink᳀ \purple᳀ \orange᳀\red᳀ \green᳀ \blue᳀ \pink᳀ \purple᳀ \orange᳀\red᳀ \green᳀ \blue᳀ \pink᳀ \purple᳀ \orange᳀\red᳀ \green᳀ \blue᳀ \pink᳀ \purple᳀ \orange᳀\red᳀ \green᳀ \blue᳀ \pink᳀ \purple᳀ \orange᳀\red᳀ \green᳀ \blue᳀ \pink᳀ \purple᳀ \orange᳀

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