Find the LCM.
-$t, t-6$
A) 12
B) $\mathrm{t}$
C) $t-6$
D) $t(t-6)$

Name: Find the LCM. -$t, t-6$ A) 12 B) $\mathrm{t}$ C) $t-6$ D) $t(t-6)$
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Question

Quizplus · Accepted Answer

The least common multiple (LCM) of two algebraic expressions is the smallest expression that both original expressions can divide into. Since $t$ and $t-6$ have no common factors other than 1 (assuming $t$ is not a multiple of 6), their LCM is the product of the two, which is $t(t-6)$.

Find the LCM t,t−6t, t-6t,t−6 A) 12 B) t\mathrm{t}t C) t−6t-6t−6 D) t(t−6)t(t-6)t(t−6)

Find the LCM $t, t-6$ A) 12
B) $\mathrm{t}$ C) $t-6$ D) $t(t-6)$