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Solve each equation. Check your solutions.$$\frac{6}{p}=2+\frac{p}{p+1}$$

$\left\{\frac{2 \pm \sqrt{22}}{3}\right\}$

Precalculus

Algebra

Chapter 11

Quadratic Equations, Inequalities, and Functions

Section 4

Equations Quadratic in Form

Introduction to Conic Sections

Equations and Inequalities

Functions

Polynomials

Missouri State University

Baylor University

University of Michigan - Ann Arbor

Lectures

01:43

In mathematics, a function…

03:18

05:34

Solve each equation. Check…

06:07

Solve each equation.$$…

01:28

Complete each solution to …

01:22

08:05

01:57

01:37

Solve each equation and ch…

00:42

Solve and check each equat…

00:24

00:58

00:34

Solve each equation, and c…

02:20

01:59

03:21

Solve each equation by fac…

02:04

01:13

Solve each equation by usi…

00:41

00:26

03:06

01:26

for Exercise 21. We have six p plus six equal to two P squared plus two P plus p squared. Bring everything to my right hand side. I have three P squared -4 p -6. So I can try and factor this out and I can use the quadratic formula. This does not factor for me and it doesn't look like it is. So I use the quadratic formula X equals four plus or minus square root of 16 minus really? Plus 72 over six. So this week or for plus or minus 80 eight, which I can write as to times two, times 22 over six. And so, but that's going to equal is hmm, we'll be able to pull it to you out. That's two plus or minus Route 22 over three. And then we can check for solutions and that's going to be Mostly using the calculator. So we'll have six over two plus or -122 over three equal to you two plus two plus or -122 over three. This is over two. Plus or minus. Route 22 Over three Plus 1.

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