Question

If hcfa,b=12&a×b=1800then lcm a,b

Answer 1

Given:--

$\red{HCF(a \: and \: b) = 12} \\ \orange{a \times b = 1800} \\ \pink{LCM = ?}$

Solution:--

We know that:-

$\green{hcf \times lcm = product \: of \: 2 \: numbers}$

Put the value given in question

= >

$\underbrace \red{ \mathfrak \star{12 \times lcm \: = 1800} \star} \\ \blue {lcm = \frac{1800}{12} }$

$\huge \purple{\boxed{lcm \: = 150}}$

$\small \underline{plz \: mark \: brainliest \: for \: my \: efforts}$

Answer 2

Answer:

HCF =12

a×b=1800 (GIVEN)

By formula,

HCF×LCM=a×b

LCM=

HCF

a×b

LCM=

12

1800

LCM=150

Step-by-step explanation:

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