Level:
Project ID:
9000039305
Accepted:
1
Clonable:
0
Easy:
1
Find \(m_{1}\)
as a function of the other variables from the following mixing equation.
\[
w_{1}m_{1} + w_{2}m_{2} = w_{3}m_{3}
\]
\(m_{1} = \frac{w_{3}m_{3}-w_{2}m_{2}}
{w_{1}} \)
\(m_{1} = \frac{w_{3}m_{3}w_{2}m_{2}}
{w_{1}} \)
\(m_{1} = \frac{w_{3}m_{3}+w_{2}m_{2}}
{w_{1}} \)
\(m_{1} = \frac{w_{2}m_{2}-w_{3}m_{3}}
{w_{1}} \)