Answer
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Hint: In the metric system, Meter, feet and inches are all distance measurements. Here we use the concept of the conversion of units. We Know that $1\;m=3.33\; ft$ and also know that $1\ m=39.3701\ inches$. By knowing these we can solve the given problem by unitary method.
Complete answer:
Given, \[1.65\,m\].
We know that $1\;m=3.33\; ft$
That is one meter is equal to 3.33 feet.
Then 1.65 meter is equal to ___
\[=\dfrac{3.33\times 1.65}{1}\]
\[=5.4945ft\]
That is 1.65 meter is equal to 5.495 feet.
Similarly, we know that $1\ m=39.3701\ inches$
That is 1 meter is equal to 36 inches.
Then 1.65 meter is equal to _____
\[=\dfrac{1.65\times 39.3701}{1}\]
\[=64.9607\,inches\]
That is 1.65 meter is equal to 64.9607 inches.
Additional information:
Some standard unit conversions are listed below.
One kilometre is equal to 1000 meter. That is \[1\,km=1000\,m\]
One meter is equal to 100 centimetres. That is \[1m=100cm\]
One centimetre is equal to 10 millimetres. That is \[1cm=10mm\]
Note:
Conversion of units is very important, while solving problems in measurement all the units should be the same. Always remember that to convert a bigger unit to a smaller unit we have to apply multiplication on the given unit. and to convert a smaller unit to a bigger unit, we have to apply division on the given unit.
Complete answer:
Given, \[1.65\,m\].
We know that $1\;m=3.33\; ft$
That is one meter is equal to 3.33 feet.
Then 1.65 meter is equal to ___
\[=\dfrac{3.33\times 1.65}{1}\]
\[=5.4945ft\]
That is 1.65 meter is equal to 5.495 feet.
Similarly, we know that $1\ m=39.3701\ inches$
That is 1 meter is equal to 36 inches.
Then 1.65 meter is equal to _____
\[=\dfrac{1.65\times 39.3701}{1}\]
\[=64.9607\,inches\]
That is 1.65 meter is equal to 64.9607 inches.
Additional information:
Some standard unit conversions are listed below.
One kilometre is equal to 1000 meter. That is \[1\,km=1000\,m\]
One meter is equal to 100 centimetres. That is \[1m=100cm\]
One centimetre is equal to 10 millimetres. That is \[1cm=10mm\]
Note:
Conversion of units is very important, while solving problems in measurement all the units should be the same. Always remember that to convert a bigger unit to a smaller unit we have to apply multiplication on the given unit. and to convert a smaller unit to a bigger unit, we have to apply division on the given unit.
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