I need more values. We are
dealing with complex numbers.
I need more values. We are dealing with complex numbers. The answer above is NOT correct....
I think i got number 3 right but it's
showing me its wrong. any help is appreciated. thank u
(1 point) Find all the values of the following: (1) (1 - 31) Place all answers in the following blank, separated by commas: 2^(1/3)*(cos(-pi/9)+isin(-pi/9)), 2^(1/3)*(cos(5pi/9)+isin(5pi/9)), 2^(1/3)*(cos(11pi/9)+isin(11pi/9)) (2) (i+1) Place all answers in the following blank, separated by commas: 2^(1/4)(cos(pi/8)+isin(pi/8)), 2^(1/4)(cos(9pi/8)+isin(9pi/8)) Place all answers in the following blank, separated by commas:
(1 point) Find the critical numbers of the function f(x) = 2x3 + 6x2 - 48.. Answer (separate by commas): <= (1 point) List the critical numbers of the following function separating the values by commas. f(x) = 6x2 + 4 List the critical numbers of the following function in increasing order. Enter N in any blank that you don't need f(x) = 2x3 + 2x2 + 20
check photo
Find all complex numbers satistying -1 and give your answer as a comma-separated list of values in the form atbi. Use the square root symbol ' where needed to give an exact value for your answer
All green numbers are correct. Income statement values are
correct. The only value I need help finding is "cash" on
the Balance Sheet. I know the answer is not
$4,100 and it is not $4,237.
Complete this question by entering your answer in the tabs below. Income Statement Balance Sheet Prepare an income statement in accordance with GAAP. (Do not round your intermediate calculations.) BENSON COMPANY Income Statement for Year 1 Sales revenue $ Cost of goods sold Gross margin...
please show the steps and explain how to get this answer in clear
writing! Thank you :-)
1 point) Find all solutions to the equation x210x +34- in the complex numbers and list them separated by commas. If there is a repeated root, list it as many times as its multiplicity. Solutions: 5+3i, 5-3
Please use MATLAB for the specified parts, I appreciate the
help!
1. Complex Numbers and phasor analysis can be used to solve many problems. For example if we want to determine the currents of each of the voltage sources in the following circuit, VI ov then we can use a technique called mesh analysis to write mesh equations that involve the currents of each source. Let libe the current of the voltage source vl = 2 cos(t), I be the...
Question 12 > Find all complex cube roots of 1-i. Give your answers in a + bi form, separated by commas. *** round to 2 decimal places Question Help: Video Written Example Message instructor Submit Question x Question 11 > Score on last try: 0 of 1 pts. See Details for more. > Next question You can retry this question below Calculate (2 + i). Give your answer in a + bi form 512 + i I x Question 10...
C++
OPTION A (Basic): Complex Numbers
A complex number, c,
is an ordered pair of real numbers
(doubles). For example, for any two real numbers,
s and t, we can form the complex number:
This is only part of what makes a complex number complex.
Another important aspect is the definition of special rules for
adding, multiplying, dividing, etc. these ordered pairs. Complex
numbers are more than simply x-y coordinates because of these
operations. Examples of complex numbers in this...
I need help with this in C++
Program 2) Display and sum up all the numbers of factor of 5 in a given range. a) Request a number range (min/max values) separated by a space. b) Use a validation loop to ensure that both max and min are integers and max is greater than min. c) Output all the numbers of factor of 5 between the max and min. d) Output the sum of all the displayed numbers. e) Output...
solve
D None of the above. Question5 Your answer is CORRECT Given the set of vectors The values of x such that the vectors vi, v2. v3. v4 are linearly dependent are: b) No real numbers. c) x=-3, x =-4, x = 1 d) x=1, x = 4 e) All real numbers f) None of the above. uestion 6 ur answer is CORRECT ven the set of vectors alues of x such that the vectors vi, V2, v3 are linearly...