Question

How to make 1/6+1/3 into its lowest term

Answer 1

Given:-

• How to make 1/6+1/3 into its lowest term

Solution:-

• 1/6+1/3

• =>L.C.M of denominator= 6.

Divide the l.c.m. with the denominator.

• =>6÷6= 1.
• =>6÷3=2.

Now multiply the quotient with the numerator:-

• 1×1=1
• 1×2=2

Now arrange them in addition form .

• 1+2/6
• =>3/6
• =>2 (required answer)

Hope it was helpful...

Thanks for asking....☺❤

Answer 2

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• 1/6+1/3

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The lowest term of the fraction-1/6+1/3.

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1/6+1/3

=>Find the L.C.M of denominator i.e., = 6.

On Dividing the I.c.m. with the denominator we get-

=>6÷6= 1

=>6÷3=2

On multiplying the quotient with the numerator:-

1x1=1

1x2=2

On arranging them in addition form.

1+2/6

=>3/6

=>2

${\bold{\underline{\underline{\mathcal {\green{hope \: it \: helps.}}}}}}$