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Solve each system.
$$\begin{aligned}0.06 x-0.04 y+z &=6 \\3 x-2 y+50 z &=300 \\0.03 x-0.02 y+0.5 z &=3\end{aligned}$$
$\{(x, y, z): 3 x-2 y+50 z=300\}$
Algebra
Algebra 2
Chapter 4
Systems of Linear Equations
Section 3
Systems of Linear Equations in Three Variables
Polynomials
Systems of Equations and Inequalities
Introduction to Algebra
Graph Linear Functions
Write Linear Equations
Linear Equations and Functions
Matrices and Determinants
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All right. So you were gonna be given a system that is also multiples of each other t six, and then we have 50 times. This equation is gonna be three x do I 50 z equals 300 then were given 1/2 of the first equation. So point of three acts by this point, there are two y plus 1/2 Z equals three. So again, you should pretty quickly recognizes they're gonna be infinitely many solutions. Since all of these equations air just the same equation, manipulated a little bit, multiplied by different number to sell for one equation, you just plug in zero for Axl, I Z is gonna equal 6006 is an example.
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