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Name: Date: Period: DIAMOND PROBLEMS #3 Directions: Study the first four diamonds to figure out the pattern. Use that pattern to complete the remaining diamond problems. EX. 1EX. 2EX. 3 842 14321149.

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Filling out the Diamond Problems online can be a straightforward process when you understand the components of the form. This guide will provide you with clear, step-by-step instructions to navigate and complete each section of the form efficiently.

Follow the steps to complete the Diamond Problems form online.

  1. Click ‘Get Form’ button to access the Diamond Problems form and open it in the editor.
  2. Begin by filling out your name in the 'Name' field at the top of the form. Ensure that you capitalize the first letter of your name.
  3. Next, enter the date in the 'Date' field. Use the format MM/DD/YYYY for clarity.
  4. Indicate your period in the 'Period' field. This could refer to your class period or session identifier, depending on the context.
  5. Proceed to the Diamond Problems section. Study the examples provided, labeled EX. 1, EX. 2, and EX. 3. These will help you understand the pattern needed to solve the remaining diamonds.
  6. For each diamond, fill in the numbers based on the pattern you identified from the examples. Make sure to double-check your entries.
  7. After completing the diamonds, navigate to the Factoring by GCF Notes & Practice section. Take time to answer the questions and complete the practice problems accurately.
  8. Review all your entries for accuracy before finalizing your document.
  9. Once you are satisfied with your answers, save your changes, and you may choose to download, print, or share the form as needed.

Start filling out your Diamond Problems form online today for a better understanding of algebra!

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0:14 4:26 And add to give us 15. So a lot of students like to use a guess and check method. But I prefer toMoreAnd add to give us 15. So a lot of students like to use a guess and check method. But I prefer to create a table of factors. So I'm going to list out the factors of 36. We know the factors of 36.

The rules of a diamond math problem are simple: The student has to place numbers in the two empty cells. When added together, the two numbers have to equal the number in the bottom cell. When multiplied together, they have to equal the number in the top cell.

0:07 12:28 How To Solve Quadratic Equations By Factoring - Quick & Simple! YouTube Start of suggested clip End of suggested clip Then everything is zero zero times anything is zero. So x is equal to negative seven. And in theMoreThen everything is zero zero times anything is zero. So x is equal to negative seven. And in the other equation if we add seven to both sides. We could see that x is equal to positive 7..

0:07 5:49 This video is on how to do integer diamond problems. And you know it's a great way to practiceMoreThis video is on how to do integer diamond problems. And you know it's a great way to practice integers. But once you get into algebra and learn how to factor quadratic equations. This is a really

5:30 8:35 Okay now this one here we've got the sum on the bottom which means you added to get there. So whatMoreOkay now this one here we've got the sum on the bottom which means you added to get there. So what is that inverse operation. Right it's subtraction. So in this one. Step one is going to be subtract.

0:00 1:13 diamonds with fractions - YouTube YouTube Start of suggested clip End of suggested clip So 1/8 x 5/8 when you multiply fractions you multiply top times top and bottom times bottom. So 1MoreSo 1/8 x 5/8 when you multiply fractions you multiply top times top and bottom times bottom. So 1 times 5 is 5 8 times 8 is 64. When you add fractions. You add the top and you keep the bottom.

0:41 2:41 So I'll start from 18. Times 1 6. Times 3 9. Times 2 and those are going to be all the factors.MoreSo I'll start from 18. Times 1 6. Times 3 9. Times 2 and those are going to be all the factors.

1:16 10:52 Factoring Using the Diamond Box Method - YouTube YouTube Start of suggested clip End of suggested clip And add to get the top. So two numbers that multiply in this case to get negative 12. And add to getMoreAnd add to get the top. So two numbers that multiply in this case to get negative 12. And add to get one. So off to the side you can do a little bit of scrap. Work.

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