First, let's combine some like terms!
x2−22c+c.
In order for this to be the square of a binomial, we need c to be the square of half the value of -22.
Solving this, we get c = 121.
Indeed, if we have x2−22x+121=(x−11)2.
So we have c = 121.
Thanks! :)
First, let's combine some like terms!
x2−22c+c.
In order for this to be the square of a binomial, we need c to be the square of half the value of -22.
Solving this, we get c = 121.
Indeed, if we have x2−22x+121=(x−11)2.
So we have c = 121.
Thanks! :)