<u>Answer:</u>
Approximately after 2 hours the distance between the two cars will be 268 miles.
Solution:
We know .
Here it is given that the speed of Car 1 is 65 mph and the speed of car 2 is 2.5 mph faster than car 1. It means that the speed of car 2 is (65+2.5) = 67.5 mph
We will use the below given equation to find out the time after which the distance between the two cars will be 268 miles.
Let ‘t’ be the time after which the distance between the two car will be 268 miles.
∴ A/Q,
Therefore, approximately after 2 hour the distance between the two cars will be 268 miles.
Answer:
Rounding out we have that 15 liters equals 3.96 gallons
Step-by-step explanation:
I hope this halp
18a+(a−9)2
Distribute:
=18a+a2+−18a+81
Combine Like Terms:
=18a+a2+−18a+81
=(a2)+(18a+−18a)+(81)
=a2+81
Answer:
=a2+81
First, you do -5 plus 5 and whatever you do on one you you must do on the other so you add -1 +5 which gives you 4. Then you multiply by 4 on both sides so you can get a by itself. So 4 times 4 is 16.
A= 16