Lola drives her car at 35 miles per hour. Write an equation using two variables to show the relationship between the number of hours she drives, t, and the total distance, d, she drives, after 6 hours.(1 point)
d=35t; 210 miles
d=35t; 180 miles
t=35+d; 41 miles
t=35d; 210 miles
Well, if Lola drives at a constant speed of 35 miles per hour, we can use the equation d = 35t to represent the relationship between the number of hours she drives, t, and the total distance she drives, d.
To find the total distance after 6 hours, we can substitute t = 6 into the equation:
d = 35(6)
d = 210 miles
So, the correct equation is d = 35t and the total distance she drives after 6 hours is 210 miles.
The correct equation to show the relationship between the number of hours Lola drives, t, and the total distance, d, she drives after 6 hours is:
d = 35t
Now, let's substitute the value of t with 6, since Lola drives for 6 hours:
d = 35(6)
Simplifying the equation:
d = 210
Therefore, the answer is:
d = 210 miles
So, the correct option is:
d = 35t; 210 miles
The correct equation is:
d = 35t; 210 miles