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Feb 13, 2020 · Transcript. Ex 2.1, 11 Find the value of tan−1 (1) + cos−1 (−1/2) + sin-1 (−1/2) Solving tan−1 (1) Let y = tan−1 (1) tan y = 1 tan y = tan (π/4) Range of principal value of tan−1 is (−π/2,π/2) Hence, the principal value of tan-1 (1) is π/4 Rough We know that tan 45° = 1 θ = 45° = 45 × 𝜋/180 = 𝜋/4 Since 1 is positive Principal value is θ i.e. 𝜋/4 Solving cos ...

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$$ = \int_0^\infty x f_X(x) \,\mathrm{d}x = \mathrm{E}(X) $$ Attribution I used the Formulas for special cases section of the Expected value article on Wikipedia to refresh my memory on the proof.

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Which of the following statements accurately explains a limitation of the line graph_

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To find the inverse function of f(x), you solve for x and then you replace x with f(x) and you replace f(x) with x. Your equation is: f(x) = 7x - 2 Solve for x. Add 2 to both sides of this equation to get: f(x) + 2 = 7x Divide both sides of this equation by 7 to get: (f(x) + 2)/7 = x

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Chapter 5: Functions. Learners must be able to determine the equation of a function from a given graph. Discuss and explain the characteristics of functions: domain, range, intercepts with the axes, maximum and minimum values, symmetry, etc.

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The following sample observations were randomly selected. X: 5 3 6 3 4 4 6 8 Y: 13 15 7 12 13 11 9 5 Determine the coefficient of correlation and the coefficient of determination. Interpret the association between X and Y.

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8. Find the solution to the initial value problem y′ −y= 2te2t, y(0) = 1 Solution. Using integral factor method by multiplying the ODE by e−t and use initial condition y(0) = 1 to determine the arbitrary constant in your solution curves. 9. Find the solution of the initial value problem 3

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Chapter 5: Functions. Learners must be able to determine the equation of a function from a given graph. Discuss and explain the characteristics of functions: domain, range, intercepts with the axes, maximum and minimum values, symmetry, etc.

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For each value, there is one value. Select few values from the domain.It would be more useful to select the values so that they are around the value of the absolute value vertex.

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May 22, 2019 · I plot x-y graph (Gaussian function) and want to get the x-axis value (will be two points in this case) at a certain y-axis value (half of the maximum) I tried this but it didn't work: clc;
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line each y value is three times the corresponding x value. So the line will contain points in the following list. y = 3x: x y 0 0 1 3 2 6 x y y = 3x y = 2x y = x If we calculate the gradient of the line y = 3x using the first two sets of values in the table, we obtain m = 3−0 1−0 = 3 so that the gradient of this line is 3. www.mathcentre ...
3. Suppose f(x;y) satis es the Laplace’s equation f xx(x;y)+f yy(x;y) = 0 for all xand yin R2.Iff xx(x;y) 6= 0 for all xand y, explain why f(x;y) must not have any local minimum or maximum. Solution: Since the second derivatives exists, the rst derivatives must be continuous and f(x;y) must be di erentiable.
Un-Answered Problems With Solve for X Calculator Exposed Get the Scoop on Solve for X Calculator Before You're Too Late . It will discover the sine of 8, the preceding outcome. In this instance, all terms require a denominator of 4x. An additional way to consider the absolute value would be to examine a number line with zero in the center.

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How do you find the number with the highest value of x and y? Answers: Math.ceil(x, y) top(x, y) ceil(x, y) Math.max(x, y) Submit Next question -> Good question.
[CLX] 4. To clear the time value of money memory registers: < f > → [x⇔y] (This is the key to the left of the white [CLX] key in the second row from below.) This function clears all entries in the time value of money functions (n, i, PV, PMT and FV). This function is important because each TVM function button represents a memory register. Solution: The biconditonal a b represents the sentence: "x + 2 = 7 if and only if x = 5." When x = 5, both a and b are true. When x 5, both a and b are false. A biconditional statement is defined to be true whenever both parts have the same truth value. Accordingly, the truth values of a b are listed in the table below.