Question

find the greatest number that will exactly divide 840
and 2296

Answer 1

Hope it helps..!!!!

______________

✔️Find the prime-factor form of each of those numbers.

✔️Then find the factor cluster that is common to the two numbers.

840 = 2*420
= 2^2*210
= 2^3*105
= 2^3*5*21
= 2^3*3*5*7
-----------------------
2296 = 2*1148
=2^2*574
=2^3*287
= 2^3*7*41
-----------------------
✔️It looks like 2^3*7 is the greatest common factor cluster.
------------------
Answer 8*7 = 56
------------------

#Be Brainly✌️

Answer 2

✨ Hey mate here is your answer.

●For this question you have to take L.C.M of 840,2296

I.e=>2×2×2×3×7×5×41

so the no. is 34,440