Question 58432
This has to do with a quadratic function.
For the quadratic function f(x)=5.92x^2-3.135x-5.86 ,
F(X)=5.92*[X^2-2*X*0.26478+0.26478^2-0.26478^2-0.989865]=5.92(X-0.26478)^2-6.27504

HENCE THE FUNCTION HAS MINIMUM AT X=0.26478....AND THE MINIMUM VALUE IS 
F(X)=-6.27504

X INTERCEPT IS AT F(X)=0
X=0.26478+ OR - SQRT(6.27504/5.92) = 1.29433 OR -0.76477
Y INTERCEPT IS AT X=0
F(X)=5.92*0.26478^2-6.27504= -5.86


 find the maximum or minimum value, x- intercepts and the y - intercept.
Does the quadratic have a maximum or minimum?