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R2^2 -RAR2 + RBRA = 0

NOW THE QUADRATIC EQ IS - b +/- SQRT B^2 - 4AC / 2A
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THE PROBLEM STARTED OFF R1 + R2 = RA AND R1 = RA -R2, THEN RB = R1R2/R1+R2. EVERYTHING WAS SOLVED FOR RB UNTIL THE ABOVE ANSWER OF
R2^2 -RAR2 + RBRA = 0.

THE PROBLEM ASKS TO SOLVE FOR RA AND RB IN TERMS OF R1 AND R2:

THE PERSON WHO DID THIS GAVE R2 = RA+/- SQRT RA^2 - 4RARB/2)

AND R1 = RA-R2 = [RA +/- SQRT(RA^2-4RARB)]/2

I HAVE NO CLUE HOW THEY GOT FROM THE QUADRATIC EQ OF R2^2 -RAR2 + RBRA = 0 TO THE ANSWERS OF R1 AND R2. PLEASE DO EVERY LITTLE STEP, EXPLAIN WHAT YOUR DOING TO GET THE FINAL ANSWER.

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#### Solution Preview

See attachment.

I just posted a probelm, but did not get everyything I needed.

OK, left off at:

R2^2 -RAR2 + RBRA = 0

NOW THE QUADRATIC EQ IS - b +/- SQRT B^2 - 4AC / 2A
------------------------------------------------------------------------------------

ok, THE PROBLEM STARTED OFF R1 + R2 = RA AND R1 = RA -R2, THEN RB = R1R2/R1+R2. EVERYTHING WAS ...

#### Solution Summary

The solution discusses the quadratic problem and provides a step-by-step answer.

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