Foro Flamenco


Posts Since Last Visit | Advanced Search | Home | Register | Login

Today's Posts | Inbox | Profile | Our Rules | Contact Admin | Log Out



Welcome to one of the most active flamenco sites on the Internet. Guests can read most posts but if you want to participate click here to register.

This site is dedicated to the memory of Paco de Lucía, Ron Mitchell, Guy Williams, Linda Elvira, Philip John Lee, Craig Eros, Ben Woods, David Serva and Tom Blackshear who went ahead of us.

We receive 12,200 visitors a month from 200 countries and 1.7 million page impressions a year. To advertise on this site please contact us.





Discriminant of the Quadratic Formula   You are logged in as Guest
Users viewing this topic: none
  Printable Version
All Forums >>Discussions >>General >> Page: [1]
Login
Message<< Newer Topic  Older Topic >>
 
Robertrichardr

 

Posts: 1
Joined: Dec. 26 2022
 

Discriminant of the Quadratic Formula 

The discriminant is the part of the Quadratic Formula Calculator inside the quadratic root. For emphasis, the expression \ color b ^ 2-4ac b 2 − 4ac omits the extreme sign.

x= 2a − b ± b2 − 4ac.

The discriminant of the quadratic formula provides beneficial details relating to the nature of the remedies. It can identify the number and the treatments of a quadratic formula.

• If the discriminant declares +, the quadratic formula has two distinctive genuine options.
• If the discriminant is not 0, then the quadratic formula has precisely one genuine service.
• If the discriminant is negative −, then the quadratic equation has two complicated options, consequently, no actual remedy.
  REPORT THIS POST AS INAPPROPRIATE |  Date Jan. 31 2023 7:10:11
Page:   [1]
All Forums >>Discussions >>General >> Page: [1]
Jump to:

New Messages No New Messages
Hot Topic w/ New Messages Hot Topic w/o New Messages
Locked w/ New Messages Locked w/o New Messages
 Post New Thread
 Reply to Message
 Post New Poll
 Submit Vote
 Delete My Own Post
 Delete My Own Thread
 Rate Posts


Forum Software powered by ASP Playground Advanced Edition 2.0.5
Copyright © 2000 - 2003 ASPPlayground.NET

0.0625 secs.