How do you convert $10$ minutes into hours?
Answer
618.6k+ views
Hint:This question is related to the chapter of time and here we need to convert $10$ minutes into hours. To solve this type you must need to know the relation between seconds and minutes, minutes and hours, seconds to hours. As we know that in $1$hours we have $60$minutes. Try yourself once before looking at a complete solution.
Complete step by step solution:
Let us try to solve this, here we need to convert $10$ minutes into
hours. Before solving this we first need to recall the different units of conversion. As we know in a day we have $24$ hours. In $1$ hour we have $60$minutes.
In $1$minute we have $60$ seconds. Now we solve for the given question, we will use the conversion relation between in $1$ hour we have $60$minutes.
As we know that in $1\,hour\, = \,60\,\min $
We need to find in $10$ minutes to convert to hours. Suppose that we have $x$ hours in $10$ minutes. And we know that in $1$ hour we have $60$minutes.
Since minutes is directly proportional to hours we have
$\dfrac{{x\,hours}}{{1\,hours}}\, = \,\dfrac{{10\,\min }}{{60\,\min }}$
After performing cross multiplication and performing division by 10 in R.H.S of the above equation we get value of $x$equal to
$x\, = \,\dfrac{1}{6}$
So we have that in $10$ minutes there is $\dfrac{1}{6}$ hours.
Note: To solve the question in which we have to convert between one unit of time to other unit time. We must need to know the conversion rules between units of time. As here we are asked to convert minutes into hours we can also ask to convert hours into minutes, in such problems we will multiply by 60 to convert hours to minutes.
Complete step by step solution:
Let us try to solve this, here we need to convert $10$ minutes into
hours. Before solving this we first need to recall the different units of conversion. As we know in a day we have $24$ hours. In $1$ hour we have $60$minutes.
In $1$minute we have $60$ seconds. Now we solve for the given question, we will use the conversion relation between in $1$ hour we have $60$minutes.
As we know that in $1\,hour\, = \,60\,\min $
We need to find in $10$ minutes to convert to hours. Suppose that we have $x$ hours in $10$ minutes. And we know that in $1$ hour we have $60$minutes.
Since minutes is directly proportional to hours we have
$\dfrac{{x\,hours}}{{1\,hours}}\, = \,\dfrac{{10\,\min }}{{60\,\min }}$
After performing cross multiplication and performing division by 10 in R.H.S of the above equation we get value of $x$equal to
$x\, = \,\dfrac{1}{6}$
So we have that in $10$ minutes there is $\dfrac{1}{6}$ hours.
Note: To solve the question in which we have to convert between one unit of time to other unit time. We must need to know the conversion rules between units of time. As here we are asked to convert minutes into hours we can also ask to convert hours into minutes, in such problems we will multiply by 60 to convert hours to minutes.
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