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Q: Evaluate tanh( 3

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Q: (Rって。) disconn. Conn. or

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

Q: 27. Which is the le

A: The triangles △WXM and △WXT are similar. Therefore the corresponding angles must be equal. Now we…

Q: (s+ )* 75 1+ %3D 12

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Q: A secant segment consists of an external secant segment and an internal secant segment. O True O…

A: The given statement is: The secant segment consists of an external secant segment and an internal…

Q: O a. E(X) = 0.333, SD(X) = 0.111 O b. E(X) = 0.333, SD(X) = 0.333 O c. E(X) = 3, SD(X) = 3 O d. NONE

A: Given :   λ = 3

Q: Com following wite x+30 ニ

A: Given,

Q: need help on part f

A: f(x)=sinx + cosx

Q: Prove that S3 = Inn(S3) = Aut(S3).

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Q: What does the Theorem of Pappus say?

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Q: A researcher believes that the percentage of men who believe that taking the law into one's own…

A: We have to find hypothesis for the question no. 11

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Q: which of the following is true?

A: This question is related to true and false We have to tell, Is these sentences are true or false

Q: 9(r, t, г) — 5r(7 — сos(t)) — 82

A: We have to do partial differential here.

Q: +++* of

A: We draw the line y=x in the figure as

Q: What error did Konnor make in his conclusion?

A: Given that:

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Q: 1. By using the definition, show that

A: 1. (a) To show that,                            limn→∞4n2n+1=2

Q: [5tan 20 elan 28 sec? 2 Bd B 1.

A: Gievn, ∫5tan2βetan2βsec22β dβ We can solve this by substituting u=tan2β

Q: %3D 85 7プ

A: I am going to solve the given problem by using some simple geometry to get the required result.

Q: Show that di = s> 0.

A: Laplace transform

Q: how do i answer qustion d?

A: Given Equation B is a supply equation because it has positive slope i.e, -7x+2p=90

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Q: Exanflel くxく flx)= elsewhere CPcoくメくy

A: Given a probability density function; f(x)=2x, 0<x<10, elsewhere 1) We need to find the…

Q: One of the following is true:

A: The variable Z represents the set of all integers. For any of the above mathematical statement to be…

Q: и%3D 19, —8] v = [4, –5] 4u + v = | Ex: 5 :

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Q: Which

A: Using Pythagoras theorem, the length (L) of the rectangle becomes:…

Q: Fnd repe of chonge ol cla drea A, sirel eireumferna (ie

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Q: Which of the following is equal to C(200, 50) C(150, 50) О С(200,100) O C(200, 150) O C(150,100)

A: The formula for C(n,r) is evaluated as C(n,r) =n!n-r!·r! C200,50 = 200!200-50!·50! = 200!150!·50!

Q: How would I prove this?

A: To prove: The statement

Q: O Detemine (genenat) the DE for the expresior

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Q: is this right?

A: Topic:- range and domain of function

Q: Is it true or false A" |=| A|"?

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Q: Show that A ∩ B = A ∩ C need not imply B = C.

A: Let, A= {1,2,3} , B= {2,3,4} and C= {2,3,5}

Q: When is it true that u+v= v+u?

A: Answer: It is true when is commutative property.

Q: Prove/Disprove: (¬A → ¬B) ® (¬C ^ A) = ¬(A v ¬B) → ¬(B –→ C)

A: Any two propositions are said to be equivalent if the truth value in each row of the truth table is…

Q: ᴅᴜʀɪɴɢ ꜱᴀʟᴇꜱ ʜᴏᴜʀ ɪɴ ᴀ ꜱᴜᴘᴇʀᴍᴀʀᴋᴇᴛ, ᴄʏɴᴛʜɪᴀ ᴍᴇᴀꜱᴜʀᴇꜱ ʜᴇʀ ᴜʀɢᴇɴᴄʏ ꜰʀᴏᴍ ʙᴜʏɪɴɢ ᴢ ʙᴀɢꜱ ᴏꜰ ᴄᴀɴᴅɪᴇꜱ ᴀɴᴅ ʏ…

A: Given that,Cynthia measures her urgency from buying x bags of candies and y bars of chocolate using…

Q: х, у, Z) %3D ху rection of Ff to two d

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Q: THIS

A: Yes, your answer is right.

Q: Use DeMorgan’s Laws to rewrite this statement without parentheses.~( p ∧ ~q ∨ ~r ∨ ~s ∧ t )

A: The given expression is ~( p ∧ ~q ∨ ~r ∨ ~s ∧ t ).

Q: toxyız)=e xehe of Lexe fie rehe rexe

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Q: Prove- |-1石1< la -元|

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Q: prove the following:

A: Given,           f(x-y, x+y)=2(x2+y2) To prove that,          ∂f(x, y)∂x+∂f(x, y)∂y=2(x+y)

Q: In |피 In 2 + + C dr %3D

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