The video tutorial covers lesson 29 on multi-step problems involving all operations. It includes examples such as determining the number of different types of books in a library, analyzing a school sports survey, calculating lunch orders, and determining art supplies needed for a project. The tutorial emphasizes using tables, tape diagrams, and algebraic equations to solve these problems.

What is one of the learning targets for solving multi-step problems?

• Calculating derivatives

• Understanding geometric shapes

• Simplifying expressions

• Using the Pythagorean theorem

If a library has 1,400 books, and fiction books are four times the number of resource books, how many fiction books are there if there are 200 resource books?

• 800

• 1,000

• 400

• 600

In the library problem, how many non-fiction books are there if they are half the number of fiction books?

• 800

• 600

• 400

• 200

In the student sports survey, if the number of students choosing soccer is double those choosing lacrosse, and 62 students chose lacrosse, how many chose soccer?

• 248

• 186

• 124

• 62

In the sports survey, if the number of students choosing football is triple those choosing swimming, and 62 students chose swimming, how many chose football?

• 124

• 186

• 310

• 248

In the lunch choice problem, if 225 students ordered lunch and 25 chose salads, how many chose hamburgers if it's six times the number of salads?

• 175

• 125

• 100

• 150

In the lunch choice problem, if the number of students choosing lasagna is one-third of those choosing hamburgers, and 150 chose hamburgers, how many chose lasagna?

• 100

• 75

• 50

• 25

In the project supplies problem, if Mr. Gonzalez needs ten times more markers than pieces of construction paper, and he has 32 pieces of paper, how many markers does he need?

• 160

• 240

• 320

• 400

In the project supplies problem, if the number of scissors is half the number of pieces of construction paper, and there are 32 pieces of paper, how many scissors are needed?

• 16

• 8

• 32

• 24

In the math tools problem, if Miss Dunst buys twice as many rulers as protractors, and she buys 20 protractors, how many rulers does she buy?

• 20

• 30

• 40

• 50