Answer
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Hint: Given are the units of measuring the distance. Both miles and yards are generally used in measuring the travel distances. Now we should know what 1 mile equals to yards. And that will be used to find the solution for the above problem.
Complete step by step solution:
Generally we use meters, kilometers in the measurement of distances.
But miles and yards are also used in the measurement of distances.
We know that, 1 mile=1760 yards.
So 3 miles is equals to \[ = 3 \times 1760 = 5280\;rds\]
Thus this is the correct answer.
3 miles = 5280 yards
So, the correct answer is “ 5280 yards”.
Note: Note that when we move from or convert a smaller unit into a bigger unit we use division.
\[yards \to miles\left[ {\dfrac{{yards}}{{1760}} = miles} \right]\]
This is if yards are given and asked to find the miles.
In other cases, when we move from or convert a bigger unit into a smaller unit we use multiplication.
\[miles \to yards\left[ {miles \times 1760 = yards} \right]\]
This is if miles are given and asked to find the yards. As in the case above.
Complete step by step solution:
Generally we use meters, kilometers in the measurement of distances.
But miles and yards are also used in the measurement of distances.
We know that, 1 mile=1760 yards.
So 3 miles is equals to \[ = 3 \times 1760 = 5280\;rds\]
Thus this is the correct answer.
3 miles = 5280 yards
So, the correct answer is “ 5280 yards”.
Note: Note that when we move from or convert a smaller unit into a bigger unit we use division.
\[yards \to miles\left[ {\dfrac{{yards}}{{1760}} = miles} \right]\]
This is if yards are given and asked to find the miles.
In other cases, when we move from or convert a bigger unit into a smaller unit we use multiplication.
\[miles \to yards\left[ {miles \times 1760 = yards} \right]\]
This is if miles are given and asked to find the yards. As in the case above.
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