Solving Equations for Variables n and B

The video tutorial explains how to solve a given equation for two variables, n and B. It first demonstrates solving for n by dividing both sides of the equation by a specific quantity. Then, it shows how to solve for B by distributing n and isolating terms. The tutorial emphasizes different methods to approach the problem and provides step-by-step guidance for each variable.

What is the first step in solving the equation for n?

• Subtract k from both sides

• Multiply both sides by WB

• Divide both sides by (WB + k)

• Add P to both sides

What does the equation simplify to when solving for n?

• n = (F * P) / (WB * k)

• n = (F - P) / (WB - k)

• n = (F / P) + (WB / k)

• n = (F + P) / (WB + k)

What is the first step in solving the equation for B?

• Multiply both sides by k

• Add WB to both sides

• Divide both sides by n

• Subtract n from both sides

What is an alternative method to start solving for B?

• Add k to both sides

• Distribute n across the parentheses

• Multiply both sides by P

• Subtract F from both sides

After distributing n, what is the resulting equation?

• nWB + nk = F + P

• nB + Wk = F + P

• nW + Bk = F + P

• nW + B = F + P

What is the next step after distributing n in the equation for B?

• Add nk to both sides

• Subtract nk from both sides

• Multiply both sides by nk

• Divide both sides by nk

How do you isolate B in the equation?

• Divide both sides by nW

• Subtract nW from both sides

• Multiply both sides by nW

• Add nW to both sides

What is the final expression for B?

• B = (F * P * nk) / nW

• B = (F / P) + (nk / nW)

• B = (F - P - nk) / nW

• B = (F + P + nk) / nW

Why do we subtract nk from both sides when solving for B?

• To simplify the equation

• To isolate the term with B

• To eliminate the term with n

• To add complexity to the equation

What is the purpose of dividing the entire expression by nW?

• To isolate B

• To eliminate nW

• To simplify the equation

• To add nW to the equation