Solving for kd in Quadratic Equations: Steps and Techniques

AI Thread Summary
To solve for kd in the quadratic equation b * (kd)^2 / 2 - n * As (d - kd) = 0, one must recognize that it involves two unknowns. The equation can be manipulated using algebraic techniques to express kd as a function of d. While specific step-by-step solutions cannot be provided due to forum policy, hints can guide the approach. It is important to derive criteria for d that ensure kd remains a real number. Understanding the relationship between the variables is crucial for finding a solution.
fanieh
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Homework Statement



How to solve for kd or equation with 2 unknowns given:
b= 10
n= 8
As = 2.37

Homework Equations


[/B]
for the quadratic equation b * (kd)^2 /2 - n * As (d - kd) = 0

The Attempt at a Solution



should one use algebra, calculus, what? how do you solve for kd? this is not homework.. just want to know how.. please show the steps.. thanks..
 
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Why not just google the terms ?
Have you ever seen the textbook on how to solve ##\ ax^2+bx+c=0\ ## for ##\ x \ ## ?
That recipe leaves you with an expression(*) of kd as a function of d, which is all you can expect from one equation with two unknowns.

(*) actually, a bit more: you'll also get criteria for d that allow kd to be real number(s).
 
fanieh said:

Homework Statement



How to solve for kd or equation with 2 unknowns given:
b= 10
n= 8
As = 2.37

Homework Equations


[/B]
for the quadratic equation b * (kd)^2 /2 - n * As (d - kd) = 0

The Attempt at a Solution



should one use algebra, calculus, what? how do you solve for kd? this is not homework.. just want to know how.. please show the steps.. thanks..

We are not allowed to "show the steps"; that violates PF policy. We can only offer hints.
 
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