Evaluate exp(i^3)

Q: Find the length x. 8.

A:

Q: nsion of ever 33

A: we know that formula : 0.ab is written as ab99 similarly if we write  0. 39 as 3999by dividing by 3…

Q: dr VIr - 1|

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Q: Rule if approp

A:

Q: Find the expanded form please show how it's done

A: The expanded form of  log5(xy) is log5(x)+log5(y)because we know that log(a.b)=log(a)+log(b)

Q: cScx + tanxsecx = sec²x

A: cscx+tanxsecx

Q: cotx + 2cotxsinx=0

A:

Q: Find Upper and lower 95% CI for all Need asap...thanks

A: Introduction - Confidence interval  CI=x±tsnwhere , x=mean t=confidence interval value s=standard…

Q: Express the number 0.0610 in scientific notation

A: Consider the given decimal number.The given number is 0.0610.Convert the number from decimal to…

Q: - csc²xdx 1+cotx

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Q: - LRTU is

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Q: Que=

A:

Q: Rationalize the numerator: [√(x + 3) - √x] / 3

A: According to the question, we have to rationlise the numerator x+3-x3. Rationalizing the numerator…

Q: convert

A: convert 30° into radian.

Q: Evaluate da. tan

A: Use substitution method and use integration of tan^(-1)(x) dx

Q: tan-+cotx%= 27 /2

A:

Q: Calculate

A: Given the function

Q: find De Rf

A:

Q: Solu for

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Q: represent

A:

Q: Simplify. Assume

A: cubic root(3) is common in both. So add both the term.  Kindly follow the image. attached.

Q: Find joj'. Simplify where possible.

A: Please see the below picture for detailed solution.

Q: functim igns.

A:

Q: Define algebra

A: Algebra is a part of a mathematics in which we deals with symbols and rules for manipulating the…

Q: Find the value of logtan1+logtan2+logtan3+......... +logtan89

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Q: Lower %3D

A:

Q: lin 7x -1

A: A) Given , limx→11x-1x-1we have to solve this limx→11x-1x-1we put x=1 then we have an indeterminate…

Q: Find Зе 3e3ay

A: Partial derivative with respect to x means treat y constant.

Q: asap

A:

Q: J48

A:

Q: Can you please type it

A: Answer is given in next step.

Q: Show how a real

A: To Prove that how a real linear functional u on a complex linear normed space gives rise to a…

Q: 3D5 in.

A: The area of the circle can be computed using the formula: Area=π r2 Where, 'π' is the constant value…

Q: Create table of values

A: Given equation is y=xx+4x+2x-1 A table of values of the following equation is given below.

Q: Expand and simplify

A: use the binomial theorem

Q: Evaluate Ssydydx

A: Since you have asked multiple question, we will solve the first question for you. If you want any…

Q: Evaluate th

A: The given integral is 2 , limit from 3 to 7.

Q: Express x8 - 9x9 + 2x5 + 3x -1 in big-O notation.

A: The given polynomial is: x8-9x9+2x5+3x-1 Let, T=-9x9+x8+2x5+3x-1

Q: dx xV4x - 1

A: Some functions that are not rational functions can be converted to rational form by suitable…

Q: Rationalize the numerator : [√(x + 7) - √x] / 7

A: The given expression in fraction form is: [√(x + 7) - √x] 7

Q: divect product

A:

Q: Lin x²=2linX

A: The above equation be written in two ways. We have solved it in both ways.  Consider the given:…

Q: dx xV4x-1

A: To find: The integral of ∫dxx4x-1. Formula used: Integration formula: ∫dxx2+1=tan-1x+C

Q: CalculateS.

A: Here we have to calculate ∫02xe-xdx by trapezoidal rule n = 10

Q: do fas

A: Note: As per the guidelines, we are only allowed to solve one question at a time. Please post…

Q: Express 5 in exponential form

A:

Q: use

A: Given,         F→(x, y, z)=zi^-zj^+(6-2y2)k^and  x+y+z=2

Q: Use th

A: Given function is: fx=x3-1 Then we get, (a) f3=33-1⇒f3=27-1⇒f3=26 (b) Given that, f(x) = 7 Then we…

Q: Evaluate: 음 + (6)] (금) 2i i3D1

A:

Contingency Table

A contingency table can be defined as the visual representation of the relationship between two or more categorical variables that can be evaluated and registered. It is a categorical version of the scatterplot, which is used to investigate the linear relationship between two variables. A contingency table is indeed a type of frequency distribution table that displays two variables at the same time.

Binomial Distribution

Binomial is an algebraic expression of the sum or the difference of two terms. Before knowing about binomial distribution, we must know about the binomial theorem.