HCF of 15pq,20qr,25rp
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15pq = 3 × 5 × p × q
20qr = 4 × 5 × q × r
25rp = 5 × 5 × r × p
HCF = 5pqr
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0
Answer:
HCF of 15pq, 20qr, 25rp = 5
Step-by-step explanation:
We have to find out HCF of 15pq, 20qr, 25rp.
By factorizing all numbers
15pq = 3 × 5 × p × q
20qr = 4 × 5 × q × r
25rp = 5 × 5 × r × p
HCF is highest common factor among all numbers and there is only one common number which is 5.
So HCF of 15pq, 20qr, 25rp = 5
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