2cos 2x 3sinx 3 cosx 0
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2sin2x – 5sinx.cosx – cos2 x = - 2 . 3sin2x + 8sinxcosx + ( 8 - 9)cos2x = 0. 4sin2x +3 sin2x – 2cos2x = 4. 6sinx – 2cos3x = 5sin2x.cosx. 6/ Phöông trình ñoái xöùng daïng: a( cosx + sinx ) + b sinxcosx + c = 0 . Ñaët t = cosx + sinx , ñieàu kieän khi ñoù sinxcosx =
[DOC File]CHƯƠNG I HÀM SỐ LƯỢNG GIÁC VÀ
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1.6.Trong mặt phẳng tọa độ Oxy, cho điểm M( 3;-5),đường thẳng d có phương trình : 3x + 2y – 6 = 0 và đường tròn (C) có phường trình x2 + y2 – 2x – 4 y – 4 =0 Tìm …
[DOC File]A Level Mathematics Questionbanks
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a) 2sinx cosx = sinx B1. sinx (2cosx 1) = 0 M1 A1. sinx = 0 or cosx = x = 0, 180, 60, 300 A3 (-1 eeoo) [6] b) From (a), have 2x = 0, 180, 60, 300 M1. x = 0, 90, 30, 150 A2 ft [3…
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2sin3xcosx + 2cos3xsinx = (3. Write 7cos θ + 6sinθ . in the Rcos(θ – α) form. 0 < α < 900. Solve the equation. 7cosθ + 6sinθ = 2 . In the interval 0 ≤ θ ≤ 3600 . What is the maximum value of 7cosθ + 6sinθ. State the value of θ for which the expression is a maximum. Solve the equation . 2cos θ + 5sinθ = 3…
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(b) C1 = C2 3sin 2x = 4sin2x – 2cos 2x Eliminating y correctly. M1. Using result in part (a) to substitute for sin2 x as –2cos2x or ksin2x as to produce an equation in only double angles. M1. 3sin 2x = 2(1 – cos2x) – 2cos2x. 3sin 2x = 2 – 2cos2x – 2cos2x. 3sin 2x + 4cos2x = 2 Rearranges to give correct result A1 AG 3
[DOC File]CBSE CLASS XII MATHS
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Similarly second lines is join of (-1, 0) and (0, 1) and third line is join (0, 7) and (7/2, 0) Lines (1) and (2) meet in (0, 1) Lines (2) and (3) meet in (2, 3) Lines (3) and (1) meet in (4, -1). Thus the points of intersection of the three lines are A(0,1), B(2,3), C(4, -1). Area bounded by …
[DOC File]Кодовая шпаргалка по математике для русских школ для …
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Кодовая шпаргалка по математике для русских школ для ЕНТ 2012
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(2cos(4-2x)cos8x=2cos8xsin4x(2cos8x(sin4x-cos(4-2x))=0 Vậy nghiệm của phương trình (1) là: Bài 5.[Đại học Ngoại Thương 1999]: Giải phương trình:
[DOC File]İZMİR FEN LİSESİ LİSE 1 MATEMATİK
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Title: İZMİR FEN LİSESİ LİSE 1 MATEMATİK Author: Hasan Korkmaz Last modified by: okul Created Date: 12/31/1987 9:27:00 PM Company: Korkmaz A.S.
[DOC File]Урок 1, 2
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1) 3 – 3sin2x – 3cosx = 0 [cosx = 0 или cosx = 1; ]; 2) В.: стр. 297, №658 (3) и найдите корни этого уравнения, лежащие на [y = sinx; 4y3 – 4y2 – y + 1 = 0; y = 1 или y = (0,5; ; показать два способа: единичная окружность или двойные ...
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