Consecutive Integer Problems The sum of two consecutive

Consecutive Integer Problems The sum of two consecutive even integers is 106. The numbers are 52 and 54

Consecutive Integer Problems The sum of the least and greatest of three consecutive integers is 60. What are three integers? The numbers are 29, 30, 31

Future/Past Age Ann is 2 years older than Betty. Last year, Ann was twice as old as Betty. How old are they now? Ann is 5 and Betty is 3.

Future/Past Age Ms. Wasson’s dad is 26 years older than her. Eighteen years ago, he was 2 more than twice her age. How old are each of them now? Ms. Wasson is 42 and her dad is 68.

Value Problems Anouk has 8 more nickels than quarters. She has a total of $3. 70. How many of each coin does she have? 11 quarters and 19 nickels

Value Problems Daelen has a collection of 40 dimes and nickels. The collection is worth $2. 90. How many nickels does he have? He has 22 nickels

Value Problems Dancing with the Stars tickets are $10 for regular admission and $20 for elite admission. They made $7600 in ticket sales and sold a total of 700 tickets. How many were for elite admission? 60 elite admission tickets

Perimeter The length of a rectangle is 3 more than twice the width. If the perimeter is 24 inches, find the dimensions. The rectangle is 3 inches by 9 inches.

Perimeter The length of a rectangle is three times as long as its width. The perimeter is 45 cm more than the length. Find the rectangle’s dimensions. The rectangle is 9 cm by 27 cm.

Distance A train left a station traveling 100 kph. A second train left the same station 2 hours later and headed in the same direction at 125 kph. How many hours did it take the second train to catch up to the first train? 8 hours for second train to catch up to the first.

Distance Two planes left the same airport at the same time and traveled in opposite directions. The eastbound plane was going 120 mph faster than the westbound plane. After three hours, the planes were 2400 miles apart. How fast was each plane going? 340 mph and 460 mph

Mixture A grocer has peanuts selling for $1. 50/pound and dried fruit selling for $1. 05/pound. He made a 10 pound mixture and sold it for $1. 32/pound. How many pounds of each did he use? 6 pounds of peanuts and 4 pounds of dried fruit

Rectangular Area/Frame Hector built a rectangular fish pond that is surrounded by a brick sidewalk that is 2 meters wide on each side. The area of the sidewalk is 76 square meters. Find the area of the pond if it is twice as long as it is wide. The area of the pond is 50 square meters

Rectangular Area/Frame A poster is 25 cm taller than it is wide. It is mounted on a piece of cardboard so there is a 5 cm border on all sides. If the area of the border alone is 1350 square centimeters, what are the dimensions of the poster? The poster is 50 by 75 cm.

Work Rate Bob can paint a small house in 20 hours. Ray can paint the same house in 16 hours. How long will it take them to paint the house together?

Work Rate Brandon can load his truck with lumber in 24 minutes. His brother needs 40 minutes to load the same amount of lumber. How long will it take them to do it together? It will take them 15 minutes together.

Profit Elton bought stadium cushions. He paid $5 for each cushion. He gave 10 cushions away and then sold the rest for $12 each. His profit was $1000. How many cushions did he buy? He bought 160 cushions.

Random In a triangle, the sum of the measures of the angles is 180 degrees. Angle A is three times as large as angle B. Angle B is 10 degrees bigger than angle C. Find the measure of each of the angles. Angle A is 114, Angle B is 38, and Angle C is 28 degrees.

Average Jim has test scores of 82, 91, and 94. What does he need on the fourth test in order to have an average of a 90 and have an A minus in the class? Jim needs a 93%