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³¿ d¸ CXg VGbg-Question Evaluate C G(x, Y) Dx, C G(x, Y) Dy, And C G(x, Y) Ds On The Indicated Curve C G(x, Y) = 4xy;4 Ï 1 D B Þ ¶ H ´ ¾ & A ' X 5 m !
Since (0,0) is a point of function g, then g(0) = 0 a(0)³ b(0)² c(0) d = 0 d = 0 Since (2,4) and (0,0) are local maximum/minimum then g'(0) = 0 and g'(2) = 0The_Womans_Bible_ô3Ð_ô3ÑBOOKMOBI £ Ñ Ø1ô ;@ C X G ̓C Ɋj J ̔G ߂ A č ɃC N U 悤 Ƃ Ă A Q ڂ̃I o } ́A C Ƙa J n 邩 Ȃ B w Q h ɂȂ ƁA ̕ ܂ B č C ւ̔G ߂ ƁA C X G G C ێЉ ŔF ߂ X A C X G ɂƂ ĕs ɂȂ B A ̂h ` d ` ł́A I o } ̐ E j ̍\ z ̈ꕔ Ƃ āu j v ̌v 悪 i ł 邪 A ̒ Ŋj Ă B ̍ ̓C X G ł A j Ƃ̓C X G Ɋj p ₷ b B C X G ́A j p ɉ Η} ~ ͂ ቺ A j p ۂ Ζk
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That's pretty much all there is to "operations on functions" until you get to function compositionDon't let the notation for this topic worry you;Taiyo Gallery r t m y ̂ G t z s n o T v C X g ꗗ N/Maxwell's equations in integral form GG ∫Eda ⋅ =4πQ (Gauss's law Q is charge enclosed by surface S) S GG 1 ∂φB G ∫Eds ⋅ =−=emf (Faraday's law φB is B flux through surface bounded by C) C ct∂ s G ⋅ G = 4π I 1 ∂φE ∫ (Ampere's law I is current enclosed by contour C;
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