If 48C3r−2=48C2r Find the value of r
20
2
10
1
nCx=nCy ⇒ x=y or x+y = n ⇒ 3r-2=2r or 3r-2+2r=48 ⇒ r=2 or 5r=50 ⇒ r=2 or 10
The quadratic function f(x)=ax2+bx+c is known to pass through the points (-1, 6), (7, 6), and (1, - 6). Find the smallest value of the function.