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nayelidlc2
25.06.2019 •
Mathematics
Civil an airport, a factory, and a shopping center are at the vertices of a right triangle formed by three highways. the airport and factory are 6.0 miles apart. their distances from the shopping center are 3.6 miles and 4.8 miles, respectively. a service road will be constructed from the shopping center to the highway that connects the airport and factory. what is the shortest possible length for the service road? round to the nearest hundredth.
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Ответ:
The shortest possible length for the service road is 2.88 miles.
Step-by-step explanation:
According to the below diagram,
and
are the positions of airport, shopping center and factory respectively.
Given that,
and ![AC= 6.0 miles](/tpl/images/0014/5421/fabfe.png)
In right triangle![ABC](/tpl/images/0014/5421/cbe62.png)
The shortest possible length for the service road from the shopping center to the highway that connects the airport and factory is
.
That means,
is also a right triangle in which
, Hypotenuse
miles and
is the opposite side in respect of
or
.
Now in right triangle![BCD](/tpl/images/0014/5421/c5f18.png)
So, the shortest possible length for the service road is 2.88 miles.
Ответ:
you need freinds
Step-by-step explanation: