Using divisibility tests- determine whether 297144 is divisible by 6-

Question

Toppr Admin · Accepted Answer

Divisibility by -2-160-Since -297144- ends with -4-It is divisible by -2-Divisibility by -3- sum of the digits-2-9-7-1-4-4-27-since -27- is divisible by -3-so -297144- is divisible by -3-since -297144- is divisible by both -2 - and - 3-It is divisible by -6-

Using divisibility tests, determine whether $$297144$$ is divisible by $$6.$$

Divisibility by $$2$$
Since $$297144$$ ends with $$4$$
It is divisible by $$2$$
Divisibility by $$3$$ sum of the digits
$$=2+9+7+1+4+4$$
$$=27$$
since $$27$$ is divisible by $$3$$
so $$297144$$ is divisible by $$3$$
since $$297144$$ is divisible by both $$2 \ and \ 3$$
It is divisible by $$6$$

Using divisibility tests, determine whether $$297144$$ is divisible by $$6.$$

Divisibility by $$2$$ Since $$297144$$ ends with $$4$$It is divisible by $$2$$Divisibility by $$3$$ sum of the digits$$=2+9+7+1+4+4$$$$=27$$since $$27$$ is divisible by $$3$$so $$297144$$ is divisible by $$3$$since $$297144$$ is divisible by both $$2 \ and \ 3$$It is divisible by $$6$$

Divisibility by $$2$$
Since $$297144$$ ends with $$4$$
It is divisible by $$2$$
Divisibility by $$3$$ sum of the digits
$$=2+9+7+1+4+4$$
$$=27$$
since $$27$$ is divisible by $$3$$
so $$297144$$ is divisible by $$3$$
since $$297144$$ is divisible by both $$2 \ and \ 3$$
It is divisible by $$6$$