Let’s find the L.C.M. of the following algebraic expressions:
(p + q) (p + r), (q + r) (r + p), (r + p) (p + q)
Factors of (p + q) (p + r)
=(p + q)×(p + r)
Factors of (q + r)(r + p)
= (q + r)×(r + p)
Factors of (r + p) (p + q)
=(r + p)×(p + q)
LCM is the lowest common multiple, which is the product of all the common factors taken once and the remaining factors as it is.
∴ the LCM of (p + q)(p + r), (q + r)(r + p), (r + p)(p + q) is (p + q)(q + r)(p + r)
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