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Find the LCM of 14x^2+42x and 2x^2+8x+6
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\[14x(x+3)\] is first term. second is \[2(x+1)(x+3)\]
so for your least common multiply you need one factor of \[x-3\] one factor of \[x\] one factor iof \[x+1\] and one factor of \[14\]
14x(x + 3) and (2x + 2)(x + 3)
Least common multiple, not divisor!
so answer is \[14x(x+1)(x+3)\]
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that is a multiple of both terms, and it it is the smallest one
ok ... thanks :)
Thank you
hope steps are clear yw
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