Translate word problem into an equation: Negative 20 is equal to ten minus the product of six and a number. What is the number.

(a)  

Solve the following geometry word problems: The length of a rectangle is 6 times longer than the width. The perimeter is 42. What is the width?

(a)  

Solve the following geometry word problems: In an isosceles triangle, two sides are equal. The third side is two less than twice the length of the two equal sides. The perimeter is 38. What are the lengths of the three sides?

(a)  

Solve the following age problems: Beth's mom is 6 times older than Beth. Beth's dad is 7 years older than Beth's mom. The sum of their ages is 72. How old are each of them?

(a)  

Solve the word problem: For his birthday, Torin got $25.00 more from his grandmother than from his uncle. His uncle gave him $10.00 less than his cousin. Torin received $290.00 in total. How much did he receive from his cousin?

(a)  

Solve the following mixture problem: How many pounds of walnuts which cost $4 per pound must be mixed with 25 pounds of almonds costing $7.50 per pound to make a mixture which will cost $6.50 per pound.

(a)  

Solve the mixture problem: A 200 pound bin of animal feed sells for $1.25 per pound. How many pounds of feed costing $2.50 per pound should be mixed with it to make a mixture which costs $2.00 per pound?

(a)  

Solve the following coin problems: Brent has 8 more nickels than quarters. Altogether he has $6.10. How many of each coin does he have?

(a)  

Solve the uniform motion problem: A train leaves Mt. Carmel, going west at 35 miles per hour. Two hours later, a second train leaves Mt. Carmel, traveling west at 45 miles per hour on a track parallel to the first train. How far from Mt. Carmel will the two trains meet?

(a)  

Solve the uniform motion problem: Jamal left home and was driving to his brother's house in Colorado at an average speed of 45 miles per hour. One hour later, his sister left from the same house and traveled at an average of 54 miles per hour to catch up with him. She traveled by the same roads as Jamal. How long did it take her to catch up?

(a)  

Solve the round trip problem: Keenan went out in his sailboat on Lake Tahoe one Sunday afternoon. He sailed at 5 miles per hour for the trip out. He sailed twice as fast on the trip back. The entire trip took 6 hours. How far out did he go on the sailboat?

(a)  

Solve the round trip problem: One airplane pilot flew at 270 miles per hour to her destination. On her return trip, she flew at 360 miles per hour. Her total flying time was 7 hours. How far was it from one airport to the other?

(a)  

Solve the opposite direction problem: Two cyclists travel from the same point in opposite directions on a course. One is traveling at an average of 13 miles per hour and the other at an average of 15 miles per hour. After three hours, how far apart are they?

(a)  

Solve the following problem: Find three consecutive odd integers whose sum is 141.

(a)