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Q: 2 4 + 1 + ... 27 an = 22 + 3. 2.1 33 44 1 c) + ... 2.1 4· 3 · 2 · 1 an = +

A: b) 11+23+49+827+.......c) 11-222.1+333.2.1-444.3.2.1+......d) 212+1+122+1+232+1+142+1+.......

Q: 21) What is the length of AB? A. 24.2 8.4 60 C. 4n 12.6 D. 81 = 25.1 B.

A: We know that: Circumference of a circle is covered by 360°. Therefore, 2πr unit is covered by 360°.…

Q: 3. Solve for m. 22 37

A:

Q: 3. Lanell and Alex are flying their kites. When Lanell is 50 feet from Alex, 100 feet of kitę string…

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Q: - 10)dx is O a.9 O b. 39 C. -21 O d.-24 O O

A: Integral of x^n = x^(n+1) / (n+1)

Q: ((2,1) ACG,-3) AB=? BO BC =? CA=?

A: Given A(4,-3) , B(4,1) , C(2,1) find AB , BC, CA

Q: 1 y Let A = [1 1 2 0. and %3D -1 2 B = -1 0 Find 1 3 W AB

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Q: 1 10-11. Find IN 20. 11 N. 14 ET

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Q: In the diagram below, AAECE A BED. A C Which statement is not always true? B. CE DE A. AC BD D. ZACE…

A: See the answer in step 2

Q: 8 63 84 52 39 S.

A: Similar triangle

Q: 18. тМK 56° 160

A: As per our guidelines we are suppose to solve only first question if the multiple questions are…

Q: 1. Draw the next figure. 5 38 4P 52 丫丫平举 2.

A: Since you have posted a question with multiple sub-parts, we will solve first three sub-parts for…

Q: 6. Which expression is equivalent to 4? a. 43 b. (42)- 4 - 4-2 C. d.

A: Explanation of the answer is as follows

Q: Find a. S2, du. 2+u A. In (2+u)+C 1, B. -Inu +C 2 C. 2 In u +C D. In(2+u)+C

A: To find : ∫12+u du

Q: 1. Compute AB where A and B are as follows: A B 2 [4 1 ܚ ܂ ܚ ܝܢ -5 -23

A: We have to compute .

Q: Which of the figures appear congruent

A: Given,

Q: 1. N 2. 3. 4. X # X XX D E B :: C O ماده با - C ? D E ? E ? ?

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

Q: 5 1-1 If A=[! AB is . 3]. B= .a 7 4-

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Q: State whether each statement below is either true or a. {1} c (0,2) b. {1} € (0,2) and C123. d (42…

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Q: 1-In which condition the LCM  of two numbers is one of the numbers? Give an example? 2-In which…

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Q: 2) Find the measure of angle 0. 12 13

A: Please see the answer in step 2

Q: officers from a 3) The height of force are nermally of 17s cm 800 distribuded With a police Cnd…

A: It is given that the mean is 175 and the standard deviation is 8.

Q: 6. Fill in the blank with "all", "no", or "some" to make the following statements true. Note that…

A: In this question we have to answered some problems based on functions.

Q: Find theAB, if A= A. AB= B. AB= C. AB= D. AB= KA 15 -10/ 15] -4 10⁰ 15 10] 31 2. 4 -1 15 -4 10 [119]…

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Q: ntl 5-3 1-2n

A:

Q: Select all the statements that must be true. A. LO=MO B. PN=LO C. LN=ON D. PL=PO E. NM=LO

A: In this figure there are three different diameters of circles are drawn. In the smaller circle : LN…

Q: 4 4. Determine if AB = BA is true for A = 6. -3 and B = 2 -4

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Q: A- How the sender and receiver exchange their public keys depends on the keys private to each of…

A: Key Generation:Alice: Creates her public key (Alice's Public) and private key (Alice's Private)Bob:…

Q: 3. Simplify the expression 23-3-2-1. O A. 16 OB. 18 O c. 20 OD. 39 4. Simplify the expression 32 5 6…

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Q: Can you determine that AABC = ADCB? Justify your answer.

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Q: 1 5 5-8, what is 3x24dx = uvu24du? 4. Given that 0 1 11

A: Given:

Q: A and -A can never be symmetric Select one: O True O False

A: See solution below

Q: Find AB . 10 M N. B. 7.

A: This question is related to trapezoid. We will solve this question by using Midsegment of trapezoid…

Q: UVI TW. Find VW. V 22 11 VW =

A:

Q: 5 The value of * is (1-i)(2-1)(3-i) O a. 1 O b.i O d. None

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Q: 2i C. 5+i

A: Question:-  2i5+i   Rationalize the expression ⇒2i5+i⇒2i5+ix5-i5-i2i5+i⇒2i5-i52-i22i5+i⇒10i-2i252-i2…

Q: Given= Prove ADABABCD BC A. B.

A: Given that AD≅BC AB≅DC To prove that  ∆DAB≅∆BCD

Q: 3) tan C C 40 24 A 32 B

A:

Q: Show that AC = BC, even though A ≠ B.

A:

Q: Triangle(s?) Number 1 2 3 4 5 6 7 a 20 10 20 20 20 20 60 b 16 20 10 16 18 22 A 55° B 30° 60° 60° 60°…

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Q: 2. Given that a - 3 and 25, a – 55 , find the following: ANENG EDUKAS 25 Σ EDUKAS 5a. 2.1. n=1 (2a,…

A: see below the answer and calculation

Equations and Inequations

Equations and inequalities describe the relationship between two mathematical expressions.

Linear Functions

A linear function can just be a constant, or it can be the constant multiplied with the variable like x or y. If the variables are of the form, x2, x1/2 or y2 it is not linear. The exponent over the variables should always be 1.