Joseph is traveling on a road trip. The distance, d, he travels before stopping for lunch varies directly with the speed, v, he travels. He can travel 120 miles at a speed of 60 mph.
Write the equation that relates d and v.
How far would he travel before stopping for lunch at a rate of 65 mph?
Answers (1)
Know the Answer?
Not Sure About the Answer?
Find an answer to your question ✅ “Joseph is traveling on a road trip. The distance, d, he travels before stopping for lunch varies directly with the speed, v, he travels. He ...” in 📘 Mathematics if you're in doubt about the correctness of the answers or there's no answer, then try to use the smart search and find answers to the similar questions.
Search for Other Answers
You Might be Interested in
car insurance:120.54 cell phone. bill:55.99 groceries 65.00 monthly income is $1,050.00 What percentage of her income are expenses?
Answers (1)
At a bookstore, you buy a calendar for $3 and some books for $4 each. You spend a total of $23. How many books did you buy?
Answers (2)
3+g=1/4 Solve each equation.
Answers (1)
Can segments be parallel?
Answers (1)
Select all the ordered pairs that are solutions to the equation 5x + 2y = - 8 Question 3 options: (1, - 2) (0, - 4) (4, - 14) (-85,0) ( - 8 5 , 0 ) (-4, 0)
Answers (1)
New Questions in Mathematics
So I got a question. If the store is 1 mile away, and the average human walks 5 miles an hour. Then why does it take my dad 15 years to get cigarettes?
Answers (2)
Which monomials are perfect squares? Select three options. 0 6x2 gx8 16x9 25x12 36x16
Answers (1)
A man wishes to cover his floor with tiles, each one measuring 3/4 inch by 2 inches. If his room is a rectangle, measuring 12 feet by 18 feet, how many such tiles will he need?
Answers (1)
Consider this system of equations, where function f is quadratic and function g is linear: y = f (x) y = g (x) Which statement describes the number of possible solutions to the system? A. The system may have 1 or 2 solutions. B.
Answers (1)
2X-20 Solve: 2x - 20 = 2x = 2x
Answers (1)