Problem 4.1 Dependent equations? Given: x +2x2 2x+3x, 5 2xx +3x-2x 18 -x, + 3x2 + x3-4x,--6 x 3x2+ 5x 5x, 13 If the set of 4 equations is dependent or independent Find:
Solve the system - 6x3 = 21 4x4 + 4x2 - 11X3 = 53 2x2 + 3x3 = -5 Select the correct choice below and, if necessary, fill in the answer boxes to complete your choice. O A. The unique solution of the system is a (Type integers or simplified fractions.) O B. The system has infinitely many solutions. OC. The system has no solution.
What is q′(x) when q(x)=log8(6x3+3x+1)? What is q'(x) when g(x) = log2 (6x3 + 3x + 1)? Select the correct answer below: (In 8)(6x +3x+1) 18x2+3 6x2+3x+1 (In 8)(18x²+3) 6x+3x+1 O log (18x2 + 3) 18x? +3 (In 8)(6r+3x+1)
cewise Functions e function, evaluate lim f(x). 2 1-2x²+x+3 f(x) = { 2x2 – 3x + 3 (-3x - 2 if if xs1 1<x< 6 if x26 below:
Question 5 Use Partial Fractions to find A, B 223 +5x2+3x–8 2.x2+3x-2 A= -2, B=1 A=-2, B= 2 A= 2 , B= 1 O A=8, B=-1
Question 1 2x+1 What is the form of the partial fractions decomposition for (2+1)?? А (2+1) B А (+1) + (x+1)? (x+1) Ar+B (x+1) ( stv
use partial fractions to find the integral Apr zu at 12:54pm Instructions Question 16 3x3 - 28x² + 39x + 82 dx Use partial fractions to find the integral x2 - 10x +21 O 3x+2 +31n|x = 71 – 7Inļx - 3/+C ** +27 – 31n\v – 71 + 7|n|x – 3/+C 3x2 + 2x + 3 In|x - 7| + 7\n\x - 31+C x2 + 2x + 3 in [x - 7| - 7|n|x - 31+C 3x + 2x...
2 ( numerator) x(x2-3x+2) ( denominator) The question is asking to; Resolve into partial fractions.
Decompose 4+2 -2x2 + 5x + 3 into partial fractions, showing all of your work. You may either enter your solution using the equation editor in the space provided or submit your written work to the
14) Find an equation of the tangent line to y= -2x2 + 2x + 1 at the point (-1,0) O y = 3x + 3y = 3x + 3 O y = 6x + 6 O y=-3x - 3 Oy= -6x - 6