Answer:
pq²
Step-by-step explanation:
Since a = p x p x p x q x q,
b = p x q x q x q
Therefore H.C.F of a and b = pq²
The HCF of the two positive integers a and b is pq²
The highest common factor or HCF of two or more numbers is the greatest number which divides exactly the given numbers.
a = p³q² = p * p * <em>p * q * q</em>
b = pq³ =<em> p * q * q</em> * q
HCF of a and b = p * q * q = pq²
Hence the HCF of the two positive integers a and b is pq²
Find out more on HCF at: brainly.com/question/17551517
B
Add whole numbers first 3+3+3= 9
Convert fractions to have same denominators 4/12+3/12+5/12= 1
Add both numbers together 9+1= 10
- the side of a square
-3.25 or -3 1/4
-3.75
+ .5
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