Math, asked by ravishankarmahato8, 1 month ago

Find the zeroes of the quadratic polynomial t 2 - 15 and verify their relationship between zeroes and coefficients.​

Answers

Answered by yogeshbhuyal7
0

Answer:

Let f(x) = t2 – 15

Therefore, the zeroes of t2– 15 are √15 and – √15.

Answered by harshthebrainliest14
7

Answer

Let f(x) = t2 – 15 Now, if we recall the identity (a2 – b2) = (a – b)(a + b)

Using this identity,

we can write t2 – 15 = (t – √15) (x + √15)

So, the value of t2– 15 is zero when t = √15 or t = – √15

Therefore, the zeroes of t2– 15 are √15 and – √15.

Itz Harsh

Similar questions