When you change from a larger unit to a smaller unit there will be more of them; thus you multiply.
eg millimetres are smaller than centimetres. Thus it requires many more of them to measure the same distance. Thus when converting metres to millimetres a multiplication will be required.
If you draw a line 3.5 cm long with your rule, and then measure it in mm you will find that it takes 35 mm. If you look closely you will see than 1 cm = 10mm, thus 3.5 cm = 3.5 × 10 mm = 35 mm.
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In addition to the other answer you got: Actually, you can multiply or divide - depending on the conversion factor provided. Let's say you want to convert from meters to millimeters. Since 1 m = 1000 mm, you MULTIPLY by 1000. However, if you look at the statement that 1 mm = 0.001 meters, you need to DIVIDE by 0.001 to convert - obviously with the same result.A good way to visualize the conversion is to multiply by a fraction which contains the same measurement in the top and bottom (multiply by 1). For example, since 1 m = 1000 mm, the fraction 1 m / 1000 mm is equal to one. So is the fraction 1000 mm / 1 m. Now, if you want to convert 5 m to mm, you multiply it by 1000 mm / 1 m - and since you are multiplying by 1, you won't change the result. The original units cancel, and you are left with mm.
change quanity to indicated unit, 7600ml= ? kl
To convert from a larger unit to a smaller unit you would multiply. Ex: 5 km = 5000 m Where 1 km = 1000 m <><><><><> It depends on which factor you are multiplying or dividing by. It can go either way. To convert from ounces to grams, for instance, you can divide by 28.350, or you can multiply by 0.035273.
Decagram if going from larger unit to smaller unit, and decigram if from smaller to larger.
There are two ways that are essentially the same and can be used freely - as long as the two units are of the same dimension (length, mass, time, etc.) of course.First way: MultiplicationYou multiply with the relation between the largerunit and the smaller unit, i.e. with how many of the larger unit that goes per one of the smallerunit.ExamplesIf the smaller unit is m (meter) and the larger is km (kilometer), you multiply by 1/1000 km/m.If the smaller unit is inches (in) and the larger is feet (ft), you multiply by 1/12 ft/in.If the smaller unit is µg (micrograms) and the larger is kg (kilograms), you multiply by 1/1,000,000,000 kg/µg.Second way: DivisionYou divide by the relation between the smallerunit and the larger unit, i.e. with how many of the smaller unit goes per one of the larger unit.ExamplesIf the smaller unit is m (meter) and the larger is km (kilometer), you divide by 1000 m/km to go from meters to kilometers.If the smaller unit is inches (in) and the larger is feet (ft), you divide by 12 in/ft to go from inches to feet.If the smaller unit is µg (micrograms) and the larger is kg (kilograms), you divide by 1,000,000,000µg/kg.
you divide the smaller # into the bigger #----