Question

given that H.C.F OF 1260 and 1650 is 30 , find the L.C.M of 1260 and 1650​

Answer 1

$We \: know \:that ,$

$\blue { If \: a \: and \: b \: are \: two \: numbers\:their}\\\blue { HCF = h \: and \: LCM = l \: then }\\\boxed {\pink { h \times l = a \times b } }$

$Here, a = 1260, \: b = 1650 \: and \\ h = 30 \:and \: \red{ l = ? }$

$\implies 30 \times l = 1260 \times 1650$

$\implies l = \frac{1260 \times 1650}{30}$

$\implies l = 42 \times 1650$

$\implies l = 69,300$

Therefore.,

$\red { L.C.M \: of \: 1260 \:and \: 1650 } \green {= 69,300}$

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Answer 2

Answer:

69,300

Step-by-step explanation:

refer to the upper given answer