Respuesta :
Hi there!
[tex] {(2m - 9)}^{2} = [/tex]
Remember the following
[tex] {(2m - 9)}^{2} = (2m - 9)(2m - 9)[/tex]
Now we can easily work out the parenthesis using FOIL method.
First 2m × 2m = 4m^2
Outside 2m × -9 = -18m
Inside 2m × -9 = -18m
Last -9 × -9 = 81
Finally some simplifying
[tex] (2m - 9)(2m - 9) = \\ 4 {m}^{2} - 18 m - 18m + 81 = \\ 4 {m}^{2} - 36m + 81[/tex]
The third answer is correct.
~ Hope this helps you!
[tex] {(2m - 9)}^{2} = [/tex]
Remember the following
[tex] {(2m - 9)}^{2} = (2m - 9)(2m - 9)[/tex]
Now we can easily work out the parenthesis using FOIL method.
First 2m × 2m = 4m^2
Outside 2m × -9 = -18m
Inside 2m × -9 = -18m
Last -9 × -9 = 81
Finally some simplifying
[tex] (2m - 9)(2m - 9) = \\ 4 {m}^{2} - 18 m - 18m + 81 = \\ 4 {m}^{2} - 36m + 81[/tex]
The third answer is correct.
~ Hope this helps you!
Hi there!
• (a - b)² = a² - 2ab + b²
Simplify with th' following identity :-
(2m - 9)²
⇒ (2m)² - 2 × 2m × 9 + 9²
⇒ 4m² - 36m + 81
Hence,
4m² - 36m + 81 is Correct Option!
~ Hope it helps!
[tex] [/tex]
• (a - b)² = a² - 2ab + b²
Simplify with th' following identity :-
(2m - 9)²
⇒ (2m)² - 2 × 2m × 9 + 9²
⇒ 4m² - 36m + 81
Hence,
4m² - 36m + 81 is Correct Option!
~ Hope it helps!
[tex] [/tex]