Solve Algebra: (0.97)(1+ Beta gas (-Ti)) = (1 + Beta steel (-Ti))

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SUMMARY

The equation (0.97)(1 + Beta gas (-Ti)) = (1 + Beta steel (-Ti)) can be solved for Ti by first distributing the 0.97 across the left-hand side. After distribution, the term -0.97*(Beta gas)*Ti should be added to both sides to isolate Ti. This approach allows for independent manipulation of the variable Ti, facilitating the solution process.

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Homework Statement



Hi- this is actually part of my physics homework, but all I need help with deals strictly with algebra.

This is my equation:

(0.97)(1 + Beta gas (-Ti)) = (1 + Beta steel (-Ti))



Homework Equations





The Attempt at a Solution




How do I solve for Ti? To me it seems like they cancel out, but from what I can remember, they don't and I can solve for it. I think it has to do with distributing before I start to solve, but I'm having issues. I am sorry I don't have more of an attempt, but I've tried to work it out on paper and they just cancel out.

Thanks so much.
 
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First, distribute the 0.97 over the left-hand side. Then add -0.97*(Beta gas)*Ti to both sides. If the variable you're interested in is trapped inside a distribution, distribute it out so you can free the variable for independent algebraic manipulation.
 
Thanks slider :smile:
 

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