Questions: 0.3 xyz+hkl=g(ert+5); solve for k

0.3 xyz+hkl=g(ert+5); solve for k
Transcript text: $0.3 x y z+h k l=g(e r t+5)$; solve for $k$
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Solution

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Solution Steps

Step 1: Rearranging the Equation

We start with the equation \( 0.3xyz + hkl = g(ert + 5) \). To isolate \( k \), we rearrange the equation to move all other terms to one side: \[ hkl = g(ert + 5) - 0.3xyz \]

Step 2: Isolating \( k \)

Next, we divide both sides of the equation by \( hl \) to solve for \( k \): \[ k = \frac{g(ert + 5) - 0.3xyz}{hl} \]

Step 3: Final Expression for \( k \)

This can be simplified to: \[ k = \frac{gert + 5g - 0.3xyz}{hl} \]

Final Answer

Thus, the solution for \( k \) is given by: \[ \boxed{k = \frac{gert + 5g - 0.3xyz}{hl}} \]

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