Question

solve the quadratic equation t^2+3t-10=0​

Answer 1

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Answer 2

Solutions of Quadratic equation t²+3t-10=0​ are (-5, 2)      

GIVEN:

t²+3t-10=0​

TO FIND:

Solve the given quadratic equation

SOLUTION:

We will solve the given quadratic equation by factorizing    

Given  t²+3t-10=0​

Split the term 3t as 5t - 2t   [ ∵ 5 × 2 =10 ]  

⇒ t² + 5t - 2t -10

Take t and 2 common as shown below

⇒ t (t+5) - 2(t +5)

Now take (t+5) common

⇒ (t+5) (t - 2)

⇒ t+5 = 0     and      t - 2 = 0

   t = -5                    t = 2

Therefore solutions of Quadratic equation t²+3t-10=0​ are (-5, 2)    

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