Question

write the quadratic equation the sum it's roots is _10 and product is 21 ( use the variable)​

Answer 1

Answer:

the equation is given by

x^2-Sx+ P =0

S is the sum of products

P is product of roots

then equation is

x^2-10x+21=0

Answer 2

Step-by-step explanation:

alpha = - 10 and BETA = 21

alpha +BETA = -10+21 =11

alpha

×beta = -10×21= -210

THE REQUIRED QUADRATIC EQUATION IS

X^- ALPHA +BETA +ALPHA ×BETA ==0

X^- 11 + (-210) ==0

x^-11-210=0