Green theorem is an equaiu Green theorem is an equality relahonship between Aurface integrals and line integrals- This the orem is given by SS (aQ -dP) dydx = $ (Pdx + Qdy) dy Given that C is the...


Green theorem is an equaiu<br>Green theorem is an equality relahonship<br>between Aurface integrals and line integrals- This<br>the orem is given by<br>SS (aQ -dP) dydx = $ (Pdx + Qdy)<br>dy<br>Given that C is the boundany of a region<br>bounded by y = 4-x*, y= -x+2, x=1 and y=o<br>with positive orient ation.Using Green theorem,<br>construct a elig diagram to iden tify the<br>regions and use the theorem to evaluate<br>{Cecasx 42y?) dx +(x²+ Jin Ccosty) dly<br>(costy) kly<br>COS X<br>

Extracted text: Green theorem is an equaiu Green theorem is an equality relahonship between Aurface integrals and line integrals- This the orem is given by SS (aQ -dP) dydx = $ (Pdx + Qdy) dy Given that C is the boundany of a region bounded by y = 4-x*, y= -x+2, x=1 and y=o with positive orient ation.Using Green theorem, construct a elig diagram to iden tify the regions and use the theorem to evaluate {Cecasx 42y?) dx +(x²+ Jin Ccosty) dly (costy) kly COS X

Jun 04, 2022
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