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Q: Caroline is paid $4000 biweekly this year today she has and $29,300 what will be the total deduction...

A: Caroline is paid $4000 biweekly,She has $29,300 to today, this year.To find the total deduction for ...

Q: Do c please. Conjugate

A: The polar form of a complex number z = a + i×b, is as follows-  z = r(cosθ + i sinθ) where r = (a)2+...

Q: UOM Conversions Convert 3.5 miles to yards A. 6000 yards B. 5000 yards C. 5280 yards D. 6160 yards

A: UOM Conversions - unit of measurement conversions helps us to specify how one unit of measure will b...

Q: A man on an island 12 miles south of a straight beach wishes to reach apoint on shore 20 miles east....

A: A man is at a distance of 12 miles south of a straight beach. This man wishes to reach a point on th...

Q: In the diagram below v=? w=? x=? y=? z=? 65 42 y 46 42 w/ >

A: from the figure using the triangle sum rule in the lower part of traingle v+42+42+46 =180 v=50 Also ...

Q: refer picture attached

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Q: Analyze and sketch the following curves. Indicate the intercepts, asymptotes, & critical points.

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Q: Real Analysis Show that the intersection of two closed sets is a closed set.

A: Suppose F1 and F2 are two closed sets

Q: Find the equation of the circle in Standard form if it passes through the points (10,2), (3,9), and ...

A: Standard form of a circle with center (h, k) and radius r (x-h)2+(y-k)2=r2 We now find h, k, r by su...

Q: Solve 5th "b" Part.

A: We have to test the existence and uniqueness of the solution of IVP dydx=x-y+1, initial condition y1...

Q: -2 -3 1 1 Let S = -1 7 Find an orthonormal basis for the space spanned by the -3 -2 5 columns of S. ...

A: u1= (-2 1 5 5), u2= (5 0 -3 5), u3=( -3 -1 -2 -10)  u4= ( 1 7 0 -1 ) Let the first basis vector v1=u...

Q: II. Use Cauchy – Reimann Equations to identify if it is differentiable or not, if yes then different...

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Q: äbäi 14 Q) Find dy/dx of the following :equation (x' +x)(x° - x +1) y = 17 KB/S dy/dx = - 4/x^2 O dy...

A: We use the Quotient Rule and  Product Rule of differentiation to find the answer of the given questi...

Q: Find, up to four decimal places the approximate values of the other five (5) trigonometric functio...

A: Consider the given data as, cscθ=-4.3568 Consider that, cscθ=Hypotenuse SideOpposite Side=-4.35681 N...

Q: Solve 3x^2-Siny=0, xy^2-x^3+7=0, initial point (-1,2) .

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Q: Evaluate the integral using integrals involving quadratic expression

A: Given integral, ∫x2dxx2+4x+5 To find the value of this integral.

Q: Find the dimensions of the rectangle of maximum area having two vertices on the x-axis and 2 vertice...

A: Let the rectangle has its two vertices on x-axis and remaining two vertices on the parabola y=4-x2. ...

Q: Evaluate the function at the given value of x. Round your result to three decimal places. Function V...

A: Given function F(x)= 0.1^x

Q: Circles and other related terms

A: Given circle is also given DF¯ and HE¯ are diameters and ∠FRH=128

Q: Equation for (a) the vertical line and (b) the horizontal line through the (0,-√2) point are:

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Q: Solve for z

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Q: A concert ticket costs $65. If 25,300 tickets are available, how much money will be made in concert ...

A: See the attachment

Q: s) Find the Fourier series of the following function and discuss its convergence on the interval -1....

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Q: Prove the following statement using mathematical induction.  For every integer  n ≥ 1, 1 + 6 + 11 + ...

A: The given statement is, " For every integer n≥1, 1+6+11+16+...+5n-3=n5n-32" For n=1, 1=1×5-32=1×22=1...

Q: Q3(a) Let X = b(n, →) and E(x)=E(16–7x) find n. (b)Let X be a random variable with p.d.f, f(x)=c 3 x...

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Q: What is the physical significance of y[n]=T{x[n]}

A: We denote a linear transformation from a vector space to that vector space T. That is, a map T:V→W i...

Q: Time is generally thought of as the dependant variable. O True O False

A: Difference between dependent and independent variable is that on changing the independent variable t...

Q: Give only correct answer Thanks

A: The product of 11010101 is calculated as follows Therefore, the product is 11010101=1×0+1×1+0×0+1×1=...

Q: In this problem you will use undetermined coefficient to solve the non homogeneous equation. y"-3y'+...

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Q: 3. Find the Laplace transform from the definition of the following Jo, t – 3, t> 3 0 < t < 3 f(t)

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Q: Convert the following decimal number into equivalent binary number and hence write the binary number...

A: 110101.01011110000...

Q: Calculate sin (0.3π) to 8 significant figures using the Maclaurin series expansion of sin(x).

A:   Calculate sin (0.3π) to 8 significant figures using the Maclaurin series expansion of sin(x).

Q: It's not incomplete. Provide an answer please. Thank you.

A: Theorem: the angle subtended by an arc at the circumference is the half of the angle subtended by th...

Q: Please answer very soon will give rating surely

A:   Let y(t) be the mass of salt (in kg) that is in the tank at any time, t (in minutes). Rate of chan...

Q: Q.5 Use both trapezoidal and Simpson's Rule to evaluate |(² +1)° dxby taking n=4.

A: We have to find integral of given function by using Trapezoidal Rule and Simpson's Rule. 

Q: Put the following equation below in function notation using a as the independent variable. -6n + 8a ...

A: First we simplify the given equation, and then we write it as function notation.

Q: The function has a domain of all real numbers. -6-5 -3-2 19 12 34 S6 True O False

A: The domain of the function is the set of all possible inputs for which the function is defined.

Q: Recall without proof the Cauchy Integral formula for derivatives. Evaluate eiz + cos(iz) (z – i)3 wh...

A: Clearly given circle is |z|=2 and z=i is singular point lies in Given circle

Q: Solve this algbra

A: In the case of radical  equation we may find a solution but putting that in the original  equation b...

Q: by using bisection method carry out first five iteration f(x) = xcosx - 2x^2 + 3x -1     1.2&lt;=x&l...

A: See the attachment

Q: A discount store purchased some special product at a list price of $1,200. If the broker gives a 10....

A: Trade discount is given on the list price of the goods. Net price is the price after deducting the d...

Q: What is the difference between Za and Ta

A: Z alpha is the test to calculate the confidence interval in which the data and its observed sample a...

Q: If a domain is restricted to x>1, then there will be a closed circle at x = 1. True False

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Q: onduct qualitative study of the 1dof conservative system ĝ +q-q° = 0

A: The given conservative system is q¨+q-q3=0 Putting v=q˙⇒v˙=q¨ Now, q¨+q-q3=0 ⇒q¨=-q+q3⇒v˙=-q+q3 The,...

Q: Question 4. Given the function v(z) = cos(3 + sin(3r)) and the mesh r; = 10+ ik, where ro = 3 determ...

A: Given: vx=cos3+sin3xxi=x0+ik, x0=π3, k=π21, i=11

Q: I need help with vectors in calculus

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Q: Find the distinct roots of (-7 + 2j)3/4.

A: We know that, 1.Let z =rcosθ +isinθ    then zn =rncosnθ +isinnθ 2. A number u is said to be an n-th ...

Q: Please Answer This Question Thank You

A: Hello, thanks for your question but according to our policy I am answering the first three subparts....

Q: 13

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Q: Prove the following statement by mathematical induction. For every integer  n ≥ 0,  n + 1   sum...

A:   For every integer  n ≥ 0,  n + 1   summation i = 1 i · 2i = n · 2n + 2 + 2.  

Limits

When it comes to calculus, limits are considered to be a very important topic of discussion. The main importance of limit lies in expressing the value of a function as it gets closer to a certain value. Also, limits can help you to understand other topics, such as continuity and differentiability better. In a broader sense, every calculus notion is a limit. Other branches of calculus have also been derived from limits.