Question

two roots of quadratic equation are 10and-10 frame the equation option 1) x²-10x+10=0, 2)x²-10x-10=0, 3)x²-100=0 ,4)x²+100=0​

Answer 1

Answer:

3) is the correct option

x2-100=0

x2=100

x=√100

x=+(or)-10

x=10,x=-10

Step-by-step explanation:

I hope this answer may help you

Answer 2

Quadratic equations are represented in form of x² - Sx + P = 0, where S is sum of roots and P is product of roots.

Here, if 10 and - 10 are roots.
Their sum = 10 + (-10) = 10 - 10 = 0
Their dif. = 10 * (-10) = - 100

Hence the equation is:
→ x^2 - (0)x + (-100) = 0
→ x^2 - 0 - 100 = 0
→ x^2 - 100 = 0