Lesson 11 β Activity 3: Multi-Step Problems
Completion requirements
Lesson 11 β Activity 3:
Multi-Step Problems
Sometimes math problems require you to do more than one thing in order to answer the question. These are called multi-step problems. When you are asked to solve a word problem that has more than one step, you need to focus on solving one problem at a time in the question before you can find your solution.
In any word problem, the true challenge is deciding which operation to use. In multi-step word problems, there may be two or more operations, and you must solve them in the correct order to be successful.
Step 2:Think of a Plan
and
Step 3: Carry out the Plan
Before you begin β Here are some tips for answering multi-step questions:
Before rushing to solve the problem, it is worth your time to slow down and clarify your understanding. Be sure you know what is being asked, what you already know from the problem, and what you need to know in order to solve the question being asked.
- Use a highlighter on written problems to identify words that tell you what you are solving and give you clues about which operations to choose.
- Make notes in the margins by these words to help you clarify your understanding of the problem.
Multi-Step Problems
Your first step in answering multi-step problems is to read the question very carefully. You might also use the think-aloud strategy that you learned in an earlier lesson.
For example:
Olivia has 6 baseball cards. Owen has 2 more cards than Olivia. Oscar has twice as many cards as Owen. How many baseball cards do they have in all?
You might think aloud, saying something such as:
The problem says "how many in all," so I probably have to add. First I have to find how many cards each person has. I know Olivia has 6 cards. I'll write that down.
Olivia, 6 cards
Two more cards would be 6 + 2 = 8, so Owen has 8 cards.
Owen, 8 cards
"Twice as many" means 2 times the number. So, 8 times 2. Or I could add 8 two times. 8 + 8 = 16.
Oscar, 16 cards
Now I have to find the number of cards in all, so I'll add the cards together.
6 + 8 + 16 = 30 cards
They have 30 baseball cards in all.
Let's try another one! The example below shows how to find the answer by also using a highlighter to help give you clues to answer the question.
Steven is reading a textbook that has 260 pages. He read 35 pages on Monday night and 40 pages on Tuesday night. How many pages does he have left to read?
@pexels.com