Question

What is the smallest number that is divisible by all the odd numbers up to 15?

Answer 1

$1 = is \: the \: smallest \: number \: that \: \\ is \: divisible \: by \: all \: the \: odd \: \: numbers \: upp \: to \: 15$

Answer 2

$\huge\mathfrak\pink{ANSWER}$

$\green{STEP \: BY \: STEP}$

The smallest number divisible by all the odd numbers up to 15 is LCM of odd numbers 1 to 15 =1×3×5×7×9×11 ×13 ×15 =45045