<jupyter_start><jupyter_text>Arithmetic Operators | Operator    | Name   | Example   | | --------  | -------- | -------- | | + | Addition | x + y | | - | Subtraction | x - y | | * | Multiplication| x * y | | / | Division | x / y | | % | Modulus | x % y | | ** | Exponentiation | x ** y | | // | Floor division | x // y |   Addition<jupyter_code>print( 5 + 2 )<jupyter_output>7<jupyter_text>Subtraction<jupyter_code>print( 5 * 2 )<jupyter_output>10<jupyter_text>Multiplication<jupyter_code>print( 5 * 2 )<jupyter_output>10<jupyter_text>Division<jupyter_code>print( 5 / 2 )<jupyter_output>2.5<jupyter_text>Modulus It returns the remainder of dividing the left hand operand by right hand operand. It's used to get the remainder of a division problem.<jupyter_code>print( 5 % 2 )<jupyter_output>1<jupyter_text>Exponentiation<jupyter_code>print( 5 ** 2 )<jupyter_output>25<jupyter_text>Floor Division To provide this behavior, integer division rounds towards negative infinity, rather than towards zero.<jupyter_code>print( 7/5)<jupyter_output>1.4<jupyter_text>2.0 < 1.4 < 1.0  so:<jupyter_code>print( 7//5)<jupyter_output>1
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