Question

find the roots of the following quadratic equation 15 x square minus 10 root 6 X + 10 equal to zero​

Answer 1

Answer:

Given polynomial : 15x² - 10√6x + 10

Using Middle Term Factorisation.

→ 15x² - 5√6x - 5√6x + 10 = 0

→ 5√3x(√3x - √2) - 5√2(√3x - √2)

→ (5√3x - 5√2)(√3x - √2)

To find the roots, these factors should be equal to zero.

Using Zero Product Rule.

→ (5√3x - 5√2) = 0 or (√3x - √2) = 0

→ x = (5√2)/(5√3) or x = √2/√3

→ x = √2/√3 or √2/√3

Hence, the roots of the above equation are √2/√3 and √2/√3.

Answer 2

Answer:√6/3

Step-by-step explanation: Hey mate, here you go

Please find the attachment and please mark me as brainliest.

Hope it helps you.