find the zero of quadratic tsquare-15
Answers
Answered by
6
Heya!
Here is yr answer.....
=> t² - 2t - 15
=> t² - 5t + 3t - 15
=> t(t-5) + 3(t-5)
=> (t-5) (t+3)
Hope it hlpz..
Here is yr answer.....
=> t² - 2t - 15
=> t² - 5t + 3t - 15
=> t(t-5) + 3(t-5)
=> (t-5) (t+3)
Hope it hlpz..
Answered by
7
Solution :

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Hope it helps
#Amrit⭐
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Hope it helps
#Amrit⭐
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