What is lcm (a+0.5b),(3a+b),(9a+2b) ?

The solution to lcm (a+0.5b),(3a+b),(9a+2b) is (3a+b)(9a+2b)(a+0.5b)

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lcm (a+0.5b),(3a+b),(9a+2b)

lcm

(a + 0.5 b), (3 a + b), (9 a + 2 b)

(3 a + b) (9 a + 2 b) (a + 0.5 b)

Solution steps

Find Least Common Multiplier of

(a + 0.5 b), (3 a + b), (9 a + 2 b)

Multiply each factor with the highest power:

(3 a + b) \cdot (9 a + 2 b) \cdot (a + 0.5 b)

36 \frac{g}{c} \cdot m^{3}, 360 \frac{g}{c} \cdot m^{3}, 36 \frac{g}{c} \cdot m^{3}

1, 2, 3, 1, 5, 0, 7, - 1.9 x

(0), \frac{r}{\frac{12}{3}}

a, \frac{14}{13} + \frac{15}{22} + \frac{9}{13} + \frac{7}{22} - 2

7 x - 5 y + 8 z, 2 x + 6 y - 3 z, - 9 x - y - 5 z

What is lcm (a+0.5b),(3a+b),(9a+2b) ?
The solution to lcm (a+0.5b),(3a+b),(9a+2b) is (3a+b)(9a+2b)(a+0.5b)