onal Practice for Topic 4: Assessment Form C Copy 1nXL for School:ent2 4-5: MathXL for School:Enrichment4-4: MathXL for School:EnrichmentESSIn ProgressIn ProgressAshton drove a car, flew in an airplane, and was a passenger on a train to travelfrom his home in Missouri to his destination in New York. The total distance of thetrip was 1,022 miles.He traveled 874 miles in the airplane at an average speed that was 500 mphfaster than the average speed of the car he drove. The train ride was 24 milesand traveled at an average speed 10 mph faster than he drove.Let r represent the average speed of the car and let h represent the amount oftime he spent traveling.distance1. Use the formula time =to write an equation for the total time of hisratetrip. Express the time as a single fraction.2. If he drove at an average rate of 62 mph, how long did the trip take?3. On his return trip, he took a smaller airplane and his average speed was only530 mph. Assuming that all of the differences in rates stayed the same, how longwas his return trip?4. Ashton is reimbursed from his company $25 dollars per hour for his travel time.How much will he receive after the round trip?Review proace

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Description: onal Practice for Topic 4: Assessment Form C Copy 1nXL for School:ent2 4-5: MathXL for School:Enrichment4-4: MathXL for School:EnrichmentESSIn ProgressIn ProgressAshton drove a car, flew in an airplane, and was a passenger on a train to travelfrom h

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e traveled 874 miles in the airplane at an average speed that was 500 mph ster than the average speed of the car he drove. The train ride was 24 mile nd traveled at an average speed 10 mph faster than he drove.

e traveled 874 miles in the airplane at an average speed that was 500 mph ster than the average speed of the car he drove. The train ride was 24 mile nd traveled at an average speed 10 mph faster than he drove.

Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018

18th Edition

ISBN:9780079039897

Author:Carter

Publisher:Carter

Chapter3: Linear And Nonlinear Functions

Section3.7: Piecewise And Step Functions

Problem 30PPS

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