During a renovation project, a city's main highway was extended from 85 miles to 88miles. Of the following, which is closest to the increase in the highway's length, in kilometers? (1 mile is approximately 1.6 kilometers)

Question

During a renovation project, a city's main highway was extended from 85 miles to  88miles. Of the following, which is closest to the increase in the highway's length, in kilometers? (1 mile is approximately 1.6 kilometers)

Bytelearn · Accepted Answer

Find Increase in Length: First, we need to find the increase in the highway's length in miles. Increase in miles = New length - Original length Calculation: 88 miles - 85 miles = 3 milesConvert to Kilometers: Next, we convert the increase in miles to kilometers using the given conversion factor, where 1 mile is approximately 1.6 kilometers. Calculation: 3 miles * 1.6 kilometers/mile = 4.8 kilometersDetermine Closest Option: Now, we need to determine which of the given options is closest to the calculated increase in kilometers. Since we have calculated the exact increase to be 4.8 kilometers, we can conclude that the closest value to this is 4.8 kilometers itself.

During a renovation project, a city's main highway was extended from $85$ miles to $88 \mathrm{miles}$ . Of the following, which is closest to the increase in the highway's length, in kilometers? ( $1$ mile is approximately $1$ . $6$ kilometers)

Full solution

More problems from Multiply and divide decimals: word problems

Related topics

During a renovation project, a city's main highway was extended from 858585 miles to 88miles 88 \mathrm{miles} 88miles. Of the following, which is closest to the increase in the highway's length, in kilometers? (111 mile is approximately 111.666 kilometers)

During a renovation project, a city's main highway was extended from $85$ miles to $88 \mathrm{miles}$ . Of the following, which is closest to the increase in the highway's length, in kilometers? ( $1$ mile is approximately $1$ . $6$ kilometers)