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Name each polynomial as difference of two swuare, sum of two cubes,or differenceof two cubes. ​

Name Each Polynomial As Difference Of Two Swuare Sum Of Two Cubesor Differenceof Two Cubes class=

Sagot :

✏️FACTORING

[tex] \large \bold{\red{DIRECTION:}} [/tex]Use a ruler that connects the Perfect Square Trinomials to their correct FACTORS. Then DECODE to get the MESSAGE.

1. 25m² + 40m + 16

  • [tex] \large \tt { \green{E. \: (5m + 4)^{2} }}[/tex]

2. 49m² + 28m + 4

  • [tex] \large \tt { \green{M. \: (7m + 2)^{2} }}[/tex]

3. 4m² - 24mc + 36c²

  • [tex] \large \tt { \green{A. \: (2m - 6c)^{2} }}[/tex]

4. m² + 10mu + 25u²

  • [tex] \large \tt { \green{T. \: (m + 5u)^{2} }}[/tex]

5. m² - 18m + 81

  • [tex] \large \tt { \green{H. \: (m - 9)^{2} }}[/tex]

6. 16m² - 24my + 9y²

  • [tex] \large \tt { \green{I. \: (4m - 3y)^{2} }}[/tex]

7. m² + 14m + 49

  • [tex] \large \tt { \green{S. \: (m + 7)^{2} }}[/tex]

8. 25m² - 30me + 9e²

  • [tex] \large \tt { \green{F. \: (5m + 3e)^{2} }}[/tex]

9. m² - 14ma + 49a²

  • [tex] \large \tt { \green{U. \: (m - 7a)^{2} }}[/tex]

10. m² + 6m + 9

  • [tex] \large \tt { \green{N. \: (m + 3)^{2} }}[/tex]

DECODER

- The perfect message is [tex] \large \boxed {\tt { \blue {EMATH \: IS \: FUN}}} [/tex]

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