Question
3500ml = ______liters.
- 3.5
- 35
- 0.35
- 3.05
Hint:
1. Liter (L) and Mililiters are units of measurement of volume, generally used to measure liquids.
1 l = 1,000 ml.
The correct answer is: 3.5
TO FIND-
3500 ml = ______l
SOLUTION-
3500 ml = (3500/1,000) l ….............................. (1l = 1,000 ml)
∴ 3500 ml = 3.5 l
Final Answer:-
Option 'a' i.e. '3.5' is the correct answer to the given question.
Related Questions to study
can hold _______milliliters of ink.
We have assumed the capacity of the given container due to lack of other information in the given question.
can hold _______milliliters of ink.
We have assumed the capacity of the given container due to lack of other information in the given question.
can hold ________ liters of water.
We have assumed the capacity of the given container due to lack of other information in the given question.
can hold ________ liters of water.
We have assumed the capacity of the given container due to lack of other information in the given question.
The total capacity represented in the picture is
Alternatively, the question can be solved as-
GIVEN-
Capacity of jug 1 = J1 = 250 ml = (250/1,000) l = 0.25 l ....................... (1l = 1,000 ml)
Capacity of jug 2 = J2 = 500 ml = (500/1,000) l = 0.5 l ....................... (1l = 1,000 ml)
Capacity of jug 3 = J3 = 500 ml = (500/1,000) l = 0.5 l ....................... (1l = 1,000 ml)
Capacity of jug 4 = J4 = 1 l
Capacity of jug 5 = J5 = 1 l
TO FIND-
Total capacity of all the jugs in the given picture.
SOLUTION-
Total of jugs in the given picture = J1 + J2 + J3 + J4 + J5
∴ Total of jugs in the given picture = 0.25l + 0.5 l + 0.5 l + 1l + 1l
∴ Total of jugs in the given picture = 3.25 l
Final Answer remains the same.
The total capacity represented in the picture is
Alternatively, the question can be solved as-
GIVEN-
Capacity of jug 1 = J1 = 250 ml = (250/1,000) l = 0.25 l ....................... (1l = 1,000 ml)
Capacity of jug 2 = J2 = 500 ml = (500/1,000) l = 0.5 l ....................... (1l = 1,000 ml)
Capacity of jug 3 = J3 = 500 ml = (500/1,000) l = 0.5 l ....................... (1l = 1,000 ml)
Capacity of jug 4 = J4 = 1 l
Capacity of jug 5 = J5 = 1 l
TO FIND-
Total capacity of all the jugs in the given picture.
SOLUTION-
Total of jugs in the given picture = J1 + J2 + J3 + J4 + J5
∴ Total of jugs in the given picture = 0.25l + 0.5 l + 0.5 l + 1l + 1l
∴ Total of jugs in the given picture = 3.25 l
Final Answer remains the same.
________ ml.
________ ml.
The total capacity represented in the picture is
The total capacity represented in the picture is
The total capacity represented in the picture is
Alternatively, since the capacity of each of the individual jugs shown in the given picture is the same i.e. 250 ml, we can find the total capacity as-
Total capacity = 4 * capacity of 1 jug
∴ Total capacity = 4 * 250 ml
∴ Total capacity = 1,000 ml
∴ Total capacity = 1l ........................................ (1l = 1,000 ml)
Final Answer remains the same.
The total capacity represented in the picture is
Alternatively, since the capacity of each of the individual jugs shown in the given picture is the same i.e. 250 ml, we can find the total capacity as-
Total capacity = 4 * capacity of 1 jug
∴ Total capacity = 4 * 250 ml
∴ Total capacity = 1,000 ml
∴ Total capacity = 1l ........................................ (1l = 1,000 ml)
Final Answer remains the same.
How many 5-liters cartons can be filled with 30 liters of water?
How many 5-liters cartons can be filled with 30 liters of water?
How many 3-liter cartons can be filled with 18 liters of juice?
How many 3-liter cartons can be filled with 18 liters of juice?
The sale of petrol of 4 petrol pumps is given below:
The total fuel sold by all the pumps is
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The total fuel sold by all the pumps is
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6750ml = ______l + _______ml.
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What is the total amount of water in the following bottles?
______ml + _______ml + = 3l.
Since we got the correct answer at option b, there is no need to solve for further options c & d.
______ml + _______ml + = 3l.
Since we got the correct answer at option b, there is no need to solve for further options c & d.