
Divide 9L 369ml by 3.
Answer
520.5k+ views
Hint- In this question we have to divide the given volume by 3. To move ahead we will divide the part in litres and the part in millilitres individually by 3 and then add their answer later.
Complete step-by-step answer:
So, we have been given 9L 369ml and we have to divide it by 3.
Now, we will divide the part in litres and the part in millilitres individually by 3
So, dividing 9L by 3 we get
$\dfrac{9}{3}l = 3l$……………….. (1)
And dividing 369ml by 3 we get
$\dfrac{{369}}{3}ml = 123ml$………… (2)
Adding Equation (1) and Equation (2) we get
9L 369ml divided by 3 to be 3L 123ml.
Note- Whenever we face such types of problems the key point to remember is that we need to have a good grasp over division properties. We have used simple division and divided the given volume to get the required answer.
Complete step-by-step answer:
So, we have been given 9L 369ml and we have to divide it by 3.
Now, we will divide the part in litres and the part in millilitres individually by 3
So, dividing 9L by 3 we get
$\dfrac{9}{3}l = 3l$……………….. (1)
And dividing 369ml by 3 we get
$\dfrac{{369}}{3}ml = 123ml$………… (2)
Adding Equation (1) and Equation (2) we get
9L 369ml divided by 3 to be 3L 123ml.
Note- Whenever we face such types of problems the key point to remember is that we need to have a good grasp over division properties. We have used simple division and divided the given volume to get the required answer.
Recently Updated Pages
The correct geometry and hybridization for XeF4 are class 11 chemistry CBSE

Water softening by Clarks process uses ACalcium bicarbonate class 11 chemistry CBSE

With reference to graphite and diamond which of the class 11 chemistry CBSE

A certain household has consumed 250 units of energy class 11 physics CBSE

The lightest metal known is A beryllium B lithium C class 11 chemistry CBSE

What is the formula mass of the iodine molecule class 11 chemistry CBSE

Trending doubts
Give 10 examples for herbs , shrubs , climbers , creepers

How many millions make a billion class 6 maths CBSE

The sum of two negative integers is always a integ class 6 maths CBSE

Number of Prime between 1 to 100 is class 6 maths CBSE

How many time zones are in China class 6 social science CBSE

The Gupta age is known as the Golden age in Indian class 6 social science CBSE
