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Worksheet by Kuta Software LLC-3-Answers to Linear Function Word Problems 1) a. ind is number of people, dep is cost b. $7.75 per person c. $20 d. $151.75 e. 61 people 2) a. ind is time and dep is distance b. -93km/h c. 1019km d. 251.75km e. 10.957 hours or 10h, 57m, and 25s

Write a system of linear equations to represent this information and find the number of adults and children. Alice has $50 and decides to save $5 each week. Bob has no savings initially but saves $8 each week. After how many weeks will Alice and Bob have the same amount of money saved?

Linear Programming Word Problems 1. A manufacturer of ski clothing makes ski pants and ski jackets. The profit on a pair of ski pants is $2.00 and on a jacket is $1.50. Both pants and jackets require the work of sewing operators and cutters. There are 60 minutes of sewing operator time and 48 minutes of cutter time available. It takes 8 minutes

Celsius-to-Fahrenheit Problem: The Fahrenheit temperature, “F”, and the Celsius temperature “C,” of an object are related by a linear function. Water boils at 100˚C or 212˚F, and water freezes at 0˚C or 32˚F.

• Solve a given problem using a linear equation and record the process. • Determine, by substitution, whether a given rational number is a solution to a given linear equation.

Write a linear equation, slope-intercept form, to find the total cost C for L lessons. Use the equation in #11 to find the cost of 4 lessons. It is 76o F at the 6000-foot level of a mountain, and 49o F at the 12,000-foot level of the mountain.

Linear Systems: Word Problems Examples and Practice Questions (with solutions) Topics include rate problems, integer questions, mixture, area, ticket sales, and more. Mathplane.com

WORD PROBLEMS: LINEAR EQUATIONS. 1. Kate took 5 hours to travel the 250km from Auckland to Taupo. Her average speed for the 1st 3 hours is v km/h Her average speed for the last 2 hours was 10 km/h less than for the 1st 3 hours. Find her average speed during the 1st 3 hours of the trip. 2. My son is 31 years younger than me.

Use systems of linear equations to solve each word problem. Michael buys two bags of chips and three boxes of pretzels for $5.13. He then buys another bag of chips and two more boxes of pretzels for $3.09. Find the cost of each bag of chips and each box of pretzels.

Free worksheet (pdf) and answer key on the solving word problems based on linear equations and real world linear models. Scaffolded questions that start relatively easy and end with some real challenges. Plus model problems explained step by step.