A PERSON WANTED TO DISTRIBUTE 96 APPLES AND 112 ORANGES AMONG POOR CHILDREN IN AN ORPNGE HE PICKED ALL THE FRUITS IN BOXESIN SUCH A WAY THAT EACH BOX CONTAINS FRUITS OF SAME VARIETY AND ALSO EVERY BOX CONTAINS EQUAL NO. OF FRUITS
Answers
Answer:
The question is not complete. Don't worry I'll add the rest of the question above my answer.
Step-by-step explanation:
i) Find the maximum number of boxes in which all the fruits can be packed.
ANSWER:
For this, we have to find the HCF(96,112) that is, the Highest Common Factor of 96 and 112.
96= 2^5*3
112=2^4*7
HCF= product of the smallest power of each common prime factor=2^4=16
∴the maximum number of boxes is 16.
ii) Find the number of fruits packed in a box.
ANSWER:
Total number of fruits= 112+96=208
Number of boxes= 16
The number of fruits in a box= 208/16= 13 fruits
iii) Which concept have you used to find it?
ANSWER:
The concept of HCF.
iv) Which values of this person have been reflected in above situation?
ANSWER:
The person's kindness and sense of equality have been reflected in the given situation.