Frave the identity tane + CotO Seco+CSCO Sece - Csc O %3D tang-Coto

Q: (a) i (b). sin i

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Q: Rewrite sin (z + in terms of sin(x) and cos(r). 3 Ouestion Help: D Video

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Q: Verify the identity. 4 sec? y - 4 cot( - y) =- 4 sec? y - 4 cot (- y) - 4 (sec² y - = 4

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Q: sin(a + B) sin(a – B) = sin? a – sin² ß

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Q: h. y=tan " (x-Vi+x)

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Q: y' = csc x + y cot x

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Q: sin-(r) d.r VI- 4.

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Q: 3 cos A +2 sin A 3 tan A +2 cot A

A: Given : 8cosecA=17 . then we have to find the value of 3cosA+2sinA3tanA+2cotA

Q: 34. w/4 sec 0 tan 0 de

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Q: 6(sec? z - tan²I – 6) I- 6) sin z + cos? I sin z 3 O 6 csC I -30 sin z -30CSC I 36 sec I O-30 seC I

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Q: Prove the identity below. Justify each step; see class notes for examples of justification. 1 csc…

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Q: 3 points Use the diagram to express each ratio as a fraction. 17 15 ? sin B = cos B tan B =

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Q: sin +i e+ 4 e %3D 4 4 e

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Q: The value of .' coSIdris O a. None O b. 0 O c. 2 O d.-1 О е. 1

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Q: sin B cos B tan B os2 B - sin? B 1- tan? B

A: To prove this identitysinB cosBcos2B-sin2B=tanB1-tan2B

Q: (cos- rcos e de dr 3. Evaluate

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Q: tan (r) see"(r) dr

A: we calculate the given integral by breaking its powers, see attached file for a detailed solution.

Q: sin A 39. 12 sin 48° 27

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

Q: sin?8tane + cos²0cot0 + 2sin@cose = tan0 + cot® %3D

A: sin2θtanθ+cos2θcotθ+2sinθcosθ=sin2θ·sinθcosθ+cos2θ·cosθsinθ+2sinθcosθ=sin3θcosθ+cos3θsinθ+2sinθcosθ=…

Q: tan A tan A The expression -is equal to sec A - 1 sec A + 1 2 tan A 2 sec A O A. B. 2 csc A 2 tan A…

A: Trigonometry

Q: Establish each identity given in attachment.

A: Given:            sinα+β+sinα-β=2 sin α cos β Take LHS: sinα+β+sinα-β Use trigonometry formulas:…

Q: (c) cos? x = csc x CoS X/tan x + cot x Answer:

A: Given, cos2x=cscx cosxtanx cotx Take Right Hand Side: cscx cosxtanx…

Q: sin (z+27) .A sin z .B COS Z .C tan z

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Q: solue the diffova ial equeen solucthe diffeva tial equen -3X e Sin 3X

A: To solve a linear non homogenous  differential eqaution with constant coefficient follow: Rewrite…

Q: sec (A+B)= sec A. Sec B.CSCA.CSCB CSCA . CSCB-secA-Sec B %3D

A: We have to prove that ,  sec(A+B)=secA·secB·cscA·cscBcscA·cscB-secA·secB

Q: sec Asec B (c) sec(A+B)= 1- tan A tan B (d) sin? x – sin² y = sin(x+y)sin(x- y)

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Q: Eualhat At 5é sin (t-s)ds

A: Use the method of substitution to simplify the definite integral.

Q: sin o 2. Evaluate the integral. dø cos? ¢ A. cot² ¢ +c B. tan? o +c c. cot? ¢ +c D. tan? o + c

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Q: /(cos0 + tan@) de cos?0 - (sec@ + tandsec²0) d0 A) True B False

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Q: Find the area inside one leaf of the rose: = 3 sin(48) The area is

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Q: o) 2i x (i +5) = %3D

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Q: Verify the identity: (csc t - 1)/cot t = cot t/(csc t + 1)

A: Verify the identity: csc t-1cot t=cot tcsc t+1

Q: II Sen Cos Identidade trigoncmetices recpcoes. a) tan x CSCX = Senx COSX CO8X b) ton?B + cot? B =…

A: We know that :  tan x = senx / cosx    And cot x =1/tan x = cos x / sen x   And csc x = 1/ sen x

Q: Establish the identity. cot?(-0)+1= csc ²e Which of the following four statements establishes the…

A: cot2(-θ) is wrriten as (-cotθ)2 From option 3  =cot2(-θ)+1=(-cotθ)2+1 =cot2θ+1=cosec2θ

Q: Sin(a+b)

A: Trigonometric formula;        sin(A+B)=sinA cosB+cosAsinB

Q: Find sinA, cosA, tanA, sinB, cosB, and tanB in right triangle ABC. 1. a = 3 and b = 2 sinA = COSA =…

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Q: tan A + sec A + 1 tan A The expression -is equal to sec A – 1

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Q: sec a-1 If sec r+1 A-cos r %3D B+cos a what is the value of (A B)??

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Q: y'= csc x + y cot x

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Q: (a) sin 60° (b) sin 30° (c) sec 6

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

Q: Sin B = 17 Cos N = Tan B = 15 CO

A: Since you have asked multiple questions in a single request, we would be answering only first…

Q: 2 csc² (x) cot(x),/csc(x – 1) dæ

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Q: Hint: Recall sum of two cubes. 1 then what is the value of sinx+ cos x? 2 If sin x+ cosx=-

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Q: sec? Show that sec x cosec x = sec x 2 a tan x TC b Hence, or otherwise, find the exact value of…

A: First we will show that statement given in part a is correct then using the statements in part a we…

Q: 1+tan a The expression sec2 simplifies to 2 -1 O sec z O- sec? z O cos z sin csc CSC O-csc a -CSC D

A: a) option fifth is right. b) option third is right .

Q: I6 coso: 3, find the Vale CoS O coto + cosec O

A: The value of cosθ is given, i.e.,  cosθ=35 We have to find the value of cotθ+cosecθ. cotθ=cosθsinθ…

Q: Complete the product to sum formula. cos x sin

A: Given that cos x sin y. Note that, sinx+y=sinxcosy+cosxsiny    ...1sinx-y=sinxcosy-cosxsiny     ...2

Q: ses and din e complete CO

A: Given matrices are: A=021-3043-50033  ;  b=-3-53 Then the rank of the matrix A is 2. Therefore the…

Matrices

‘Matrices’ is the plural form of the word matrix, and it is basically a spreadsheet in the form of a box. In mathematics, various functions can be carried out with matrices. Generally, a matrix comes in the shape of a square or rectangle. The elements are distributed horizontally in the form of rows, and vertically in the form of columns.