Question
Using divisibility tests, determine $17852$ is divisible by $6.$
✓
Answer
Sum of digits $= 1+7+8+5+2=23$
Which is not a multiple of $3.$
Therefore, $17852$ is not divisible by $3.$
Hence, it is not divisible by $6.$
Which is not a multiple of $3.$
Therefore, $17852$ is not divisible by $3.$
Hence, it is not divisible by $6.$
Need a full question paper?
Generate a complete, print-ready paper with questions like this in minutes — across 16+ boards, with answer keys.
Explore more
Similar questions
What conclusion can be drawn from Figure, if:
$DC$ is the bisector of $\angle\text{ADB}, \text{CA}\bot\text{DA}$ and $\text{CB}\bot\text{DB}?$
→$DC$ is the bisector of $\angle\text{ADB}, \text{CA}\bot\text{DA}$ and $\text{CB}\bot\text{DB}?$
What is the 7th term in the sequence of triangular numbers $1,3,6,10,15, \ldots ?$
→Write down the following in the product form:$9xy^2z^2$
→$0.48$
→Write all prime numbers between:
40 and 85
40 and 85
Find the smallest and the greatest numbers which are rounded off to the nearest hundreds as $900.$
→Round off the following number to nearest tens:
$12,096$
→$12,096$
Write the following using literals, numbers and signs of basic operations: Twice $x$ increased by $y$.
→Write the following in numeral form: Eight crore four lakh twenty five.
Convert the following into an improper fraction: $51\frac{2}{3}$
→