Math, asked by ansh13367, 1 year ago

45 roses, 65 carnations and 50 tulips are used to prepare identical flower arrangements. what is the maximum number of such arrangements that can be possible?

Answers

Answered by keshavbantu
41
Since no flowers are to be left out, then the number of bouquets must be a factor of 45,65 and 50.

So find the greatest common factor of all three.

45 = 5*3*3
65 = 5*13
50 = 5*5*2

So 5 is what you are looking for.
Answered by gatesindia1
11

Answer:

Hey guys your answer is below !!!

Step-by-step explanation:

HCF of 45 , 65 AND 50

45 =  1,3,5,9,15 AND 45

65 = 1,5,13 AND 65

50 = 1,2,5,10,25 AND 50

So ow we have the common factors as 5 and 1 so

5 x 1 = 5

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