p²q – p r² – pq + r²
Factorise
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p²q - pr² - pq + r²
=> p( p - r² ) -( p - r² )
=> ( p - r² ) ( p - r² )
=> p( p - r² ) -( p - r² )
=> ( p - r² ) ( p - r² )
Answered by
1
Answer:
(pq-r²)(p-1)
Step-by-step explanation:
Factorization is the process of expressing a mathematical term into a product of two or more simplified mathematical terms. Those two or more simplified terms are called the factors of the original term.
We are asked to factorize the expression (p²q-pr²-pq+r²).
Now, p²q-pr²-pq+r²
= p(pq-r²)-1.(pq-r²)
=(pq-r²)(p-1)
Hence, this is the required factorization and (pq-r²) and (p-1) are called the factors of (p²q-pr²-pq+r²). (Answer)
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