Evaluate by Residue Theorem/Formula do where a = your registration number first digit, (a + bcos0)² b = your registration number third digit use a=1 and b=Q

Q: Where did the 10>0 and -10<0 come from? And does NEGATIVE (1hr) exist?

A: Remember the double derivative test : If t=a is the critical point of y=f(t) then (i) If f''(a)&lt;0…

Q: Choose the right answer among the italicized choices 1. is (8-9, cube root of -1) = (-1,-1) or…

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Q: coshs

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Q: What does Sn represent in the following formula: Sn:a(r^n-1)/r-1 Give 2 reasons why r ≠ 1.

A: In the given question Sn represents that

Q: 8/7 with denominator of 56

A: #  Given fraction is  87

Q: excel

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Q: Find the product of the real numbers  7/19*12/331*(-38/7)=

A: First we multiply the numerators and the denominators straight away, then we reduce the fraction.…

Q: 2 2(3)' Find: i=1

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Q: Find tbe nmedians of firstin inatural niumberg

A: Natural numbers are positive integers greater than 0, that is, N={1,2,3,4,····}. Median of a data…

Q: Simplify the following radical expression V18r+4/8z - V50x O 72x O 6/2x O (V18 + 4/8- V50) (E) O…

A: Given, The radical expression 18x+48x-50x We have to simplify it.

Q: Explain the difference between finding the nth root of a number when the index is evencompared to…

A: The nth root of a number is a value that, when raised to the power of n, equals the original number.…

Q: Expand the expression (1-x)³.

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Q: Perform the indicated operations: (1 -1/x)(1 - 1/(x +1)(1 - 1/(x+2)(1 - 1/(x+3) ?

A: Given expression, 1-1x1-1x+11-1x+21-1x+3

Q: Express the following in the form a + ib (for real a and b): 1 (a) 6+2i (b) (-+ i)¹ (c) i², i³, i4,…

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Q: Integrate, rounding to three decimal places 12 8 12 x²-36 as needed

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Q: do i prove this

A: Introduction: A triangle could be a 3-edged polygonal shape with three vertices. it's an elementary…

Q: Evaluate by Residue Theorem 4 food, (a > 0)

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Q: Differentiate the following: (a) (2x – 1)*. (b)(5x + 1)* (3 – 2x)* -

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Q: Find the value of A A (In2)2*-A(In2)2+A2=2

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Q: Define identity properties

A: Here we have to define the Identity properties:-

Q: Divide the radicals: 3,/20y8 2/4y6

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Q: f(x) = (x + 2)3 – 3x + 5 with error e = 0.1 by using False Position Method. Write your answer in 4…

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Q: where is the 250 coming from?

A: (2)  Let X denote the body temperature of a healthy adult follows a Normal distribution with a mean…

Q: Evaluate (cos15+isin15)^3

A: To Evaluate (cos15+isin15)^3

Q: + 1)3² – 120 000 = 2100(- how do you isolate for i?

A: Given expression is 120,000=21001+i32-1i

Q: Prove:

A: We will prove the following result.

Q: The United States' national debt is estimated at1.4 × 10² dollars. A very wealthy American has…

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Q: Fill in the blank/s:

A: Consider  a+bn

Q: Multiply each expression using the product rule: b. (4x'y*)(10x?y*). a.

A: Given : a. b6·b5b. 4x3y410x2y6

Q: Use al-Kashi's method to approximate √2851 (including the fractional part).

A:

Sequence and Series

A sequence is defined as a collection of things. Series is defined to sum the things one by one in the sequence.  It was invented by German mathematician Carl Friedrich Gauss.