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Solving for VA-V₁ RA Vi - Vin RA RF X RF BARE + + Vi - Vin BA RF Vi - RF Vin (RF RA) Vin VA - VB BF Vin = RF V₂ - RF VA +REVin Vi - VB RE x (RF Vi — RFVin ) + (RAV₂ – RAVB) REXA Vin = REV₂ R$ + Vin = Vi + Vin = DF. Vi RF RE VIN RE Vi + RAVi - RAVB RA Vi-VB RA RF + RAVIRA VB RFRA RF Vi+ RA Vi - RA VB RF + RAV RF 0, but VA = Vi → Replace VA with Vi + RAVI- RAVB = 0 + RF Vin RA Vi RF + RAVI RF Vin = RF Vi + RA Vi RF + BA VB RF RAVB RF + RAKS + RA VB = 0XRARF < Is this ok? Is this fight?

Solving for VA-V₁ RA Vi - Vin RA RF X RF BARE + + Vi - Vin BA RF Vi - RF Vin (RF RA) Vin VA - VB BF Vin = RF V₂ - RF VA +REVin Vi - VB RE x (RF Vi — RFVin ) + (RAV₂ – RAVB) REXA Vin = REV₂ R$ + Vin = Vi + Vin = DF. Vi RF RE VIN RE Vi + RAVi - RAVB RA Vi-VB RA RF + RAVIRA VB RFRA RF Vi+ RA Vi - RA VB RF + RAV RF 0, but VA = Vi → Replace VA with Vi + RAVI- RAVB = 0 + RF Vin RA Vi RF + RAVI RF Vin = RF Vi + RA Vi RF + BA VB RF RAVB RF + RAKS + RA VB = 0XRARF < Is this ok? Is this fight?

Algebra & Trigonometry with Analytic Geometry
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter3: Functions And Graphs
Section3.3: Lines
Problem 23E
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Did I solve for the variable Vin correctly?
Solving for VA - Vin BA Vi - Vin BA Rr Vi - RF Vin (RF RA) RARE + Vi RA Vi-VB RE x ( V₁ - Van ) + Red ( Ui - Mb.) RF да BA Vin Vin = Vin = Vin Vin = RF Vi BE VA - V₂ BE RF Vin = RF Vi + RAVi - RAVB Vi - VB BF x (RF Vi - RFVin ) + (RAVI - RAVB) REKA RF Vi - RF Via + RA V₁ - RAVB = 0 + RF Vin +REVIn Vi + Vin = BE. Vi RE + RAVI RA VB RFRA RF Vi + BA Vi - RA VB RF + RAVU RE BF Vi t © RA Vi RF + RAVI RF RA Vi RF but VA = Vi → Replace VA with Vi + RA VB RF RAV RF + RA VB O + RAVIS = 0XRARF < Is this ok? Is this right?
Transcribed Image Text:Solving for VA - Vin BA Vi - Vin BA Rr Vi - RF Vin (RF RA) RARE + Vi RA Vi-VB RE x ( V₁ - Van ) + Red ( Ui - Mb.) RF да BA Vin Vin = Vin = Vin Vin = RF Vi BE VA - V₂ BE RF Vin = RF Vi + RAVi - RAVB Vi - VB BF x (RF Vi - RFVin ) + (RAVI - RAVB) REKA RF Vi - RF Via + RA V₁ - RAVB = 0 + RF Vin +REVIn Vi + Vin = BE. Vi RE + RAVI RA VB RFRA RF Vi + BA Vi - RA VB RF + RAVU RE BF Vi t © RA Vi RF + RAVI RF RA Vi RF but VA = Vi → Replace VA with Vi + RA VB RF RAV RF + RA VB O + RAVIS = 0XRARF < Is this ok? Is this right?
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