Mathematics

Cutie Pie

9 June, 06:40

Joe rented a truck. When he began driving the truck, it had 42,358 miles on it. After driving for 4 hours, the truck had 42,602 miles on it. Which equation represents the number of miles on the truck after Joe drove the truck for x hours?

y = 61x + 42,358

y = 42,358x + 61

y = 61x + 42,602

y = 42,602x + 61

+5

Know the Answer?

Not Sure About the Answer?

Find an answer to your question ✅ “Joe rented a truck. When he began driving the truck, it had 42,358 miles on it. After driving for 4 hours, the truck had 42,602 miles on ...” 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

3x+4x-2x+5y+8 what's the answer

Do you go to the movies at least twice a week? Yes No Total Male 35 45 80 Female 67 28 95 Total 10273 175 Jamie wants to find out how many students at her school go to the movies at least twice a week.

Which statement best explains the value of 18 - (-5) ? The additive inverse of - 5 is + 5, so 18 - (-5) = 23. The additive inverse of - 5 is - 5, so 18 - (-5) = 23. The additive inverse of - 5 is - 5, so 18 - (-5) = 13.

Which of the following can be used to explain a statement in Geometric proof check all that apply A. contradiction b. theorem c. corollary d. postulate e. definition

A restaurant cook uses 5 quarts of turkey soup to fill out 9 bowls. Each bowl contains the same amount of soup. How much soup is in each bowl?

New Questions in Mathematics

Is √5 a whole number, integer, rational or Irrational

Kira needs 28 strawberries for every 4 smoothies she makes. how many strawberries does she need for 3 smoothies?

Here is a list of what you need to make 20 buns: 180g of butter, 150g of flour, 200g of sugar and 4 eggs. Work out what you need to make 30 buns.

Which of these steps is a step in constructing an inscribed regular hexagon using technology

Alex rides 45 miles in 3 hours write an equation that shows the relationship between the distance and the time that he rides if Alex rides at a constant rate of speed