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- If y = (5x + 1)(2x-1 – In 7), then y' will be A. (5x + 1) (+;) + 5(2x-1 – In 7) B. (5x + 1) (-)- + 5(2x¬1 – In 7) C. (5x + 1) (-2x² -;) + 5(2x-1 – In 7) D. (5x + 1) (;-) + 5(2x-1 – In 7)/x+3 + 4 – X > - 3 x2 - x - 12 s 2 - 6x + 5 - 4 (x – 2)² ( x³ - 13x + 12 x? - 2x – 15 (x3 -6x² (x + 4)3 + 8x + 4x – 48 (x - 1)* (x - 2)5 3 dx2 - 4. +4 X, 5-x 20 12х - 8 5 2 x? - 4x + 3 0 б — х + x + 3 >0 4 - X > 0 - 4 + 10/x 2 0 3 — х | VI + 2.2. Determine the quotient and remainder. (3x* – 5x' +x² -x-1) + (x² – 2x)
- 1. Find the first-order derives: III. y = (2x* – 5)(3x5 + 12) IV. V4x² + 7+5- + 15x – 30Denote owl and wood rat populations in a particular area at time k by xk LK Rk where k is the time in months, Lk is the number of owls in the area studied, and R is the number (in thousands) of wood rats in the area studied. Suppose Lk+ 1 = (0.2)Lk + (0.6)Rk and Rk+1=(-0.1)Lk + (0.9)Rk. Determine the evolution of this system. (Give a formula for xk.) Does the owl population grow or decline? Does the wood rat population grow or decline?3. Express (1+ iv3)6 in the form x + iy.
- 3) You are given 7(1+x+3x²+(4x)-[1.70 +1x + 2 + (-3)x)-[₁].7-1+(-2)x+(-4x+6)=[] (−4) = ‚T(−1 x² i) True or False: It is possible to find T(-3 + 0x + (−3) x² + 7x³): ii) The value of T(-3 + 0x + (-3) x² + 7x³) = 4) You are given T ii) The value of T 11212 비 i) True or False: It is possible to find T 3-14: = -|-2²2 ‚T(0 x³) -5 -2 2 -5 1 = +|+| 9-8w/ 1. C. kchange dy then will be 2x 3 xp (2x - 3) (1-) - (2x +) X. A. (2x – 3)² B. (2x-3)2 X. G+x)-G+t)(e-xz) - 1 (2x-3)2 +x) (2x-3) (1+)- (2x +) 重X LE 國Find exp(A) where 4 1 A = 4