m Homework: If v = (x² + y² + z²), then find the value of m (m0) which will make d²v ²v ²v + + дх2 ' дуг ' Oz2 = 0
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- (v^2 + 7v + 6) (2v -12) =0 What is v?Use the Law of Exponents to rewrite and simplify (6y³)* 2ys Select one: а. 12y7 b. 648y2 Ос. 648y7 d. 12y2Evaluate (D5 – 5D4 + 7D3 + D² – 8D + 4)y = 0 a. y = (C1 + C2x)e¬* + (C3 + C4)e¯ b.y = (C1 + C2x)e* + (C3 + C4x)e с.у %3D (С1 + С2х)e* + (Сз + Сдх)е2х + Сse * d.y %3D (Cіx + С2x)е* + (Сзх + Сдх)е2х + Cse * —2х + Cze* + Cse-* — 2х e. None of the above
- x +1 dx = Select one: а. 2InlVx + I -V지I- +c 16 O b. InlVx-I+v지+ +c C. Inl\Vx+I-V지I-슬+c + C d. In Vx +1 +/x | +V x + x² +cEvaluate (D5 – 5Dª + 7D³ + D² – 8D + 4)y = 0 а. у %3D (Сі + С2х)е "* + (Сз + С4е b.у %3D (С1 + Сzх)е* + (Сз + Сдх)е 2х + Cse х c.y = (C1 + C2x)e* + (C3 + C4x)e2x + C5e¬* d.y %3D (Cix + Cэх)е* + (Сзх + Сдх)е2х + Cse * - -2х + Cze* e. None of the aboveFind dz (3z4+4) 1 3a1-72+4 Option A Option B 36a° /E(3a1+4) (3r-4)* 3a -6r+4 -69r+4 VF(324+4) Option C Option D (3a +4)* Option D Option C Option A Option B
- Rectangle ABCD with A(-8,4), B(4,4), C(-8, 10), and D(4, 10). Rectangle ABCD maps to Rectangle A'B'C'D' by the rule (X, Y)--(x+6, y* 2Differentiate y = A. (2 + In x) 2Vx B. (2 + In x) C. 2Vx (2 In x) D. 2Vx 2 + In x)Pf of 2xy(-x² + y) + xe", what is ду If ду? Select one: 4ху — 2х3 + хеУ а. ду? 2x(-x² + 1) + xe" b. dy? = 2x + e ду? d. dy? 2x(-x² + 1) + e 4ху — 2х3 + еу е. = - ду?