2 sin(-2 x) lim ثم أختر الاجا أحسب الغاية التالية )0.3 sin (x ( 5 4 0.5 O O الغاية غير موجودة 1 O -0.5 O

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Q: Points A, B, C, D, and E were translated. The table of translations is shown below. Image Pre-Image…

A: We complete the given table of translation using (x,y)-------->(x-4,y-6)

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A:

Q: Question 5 10 pts A random sample of monthly income yielded the data below. i = $2400 s = $400 n =…

A: Given : x¯=$2400s=$400n=131

Q: tan x+ cot x) dx

A: Recall trigonometric identities, Substituting the values in above equation, we get

Q: 37. cot- V3 38. cot-1 39. csc-! (-1) 40. cse- V2 2V3 41. sec 3 42. sec- (-2) 43. cot 44. csc

A: Since you have posted multiple questions do we will answer the first question for you if u want any…

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Q: übjs 1.5 Every natural number greater than 1 can be written as the products of prime numbers. ilan

A: Given that Every natural number greater than 1 can be written as the product of primes

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A: Given : The objective is to show that the given statements is always true, sometimes true and never…

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A: We have to find the value of tan(i)Where i is complex number i.e  i = We know thatsin(ix) = isinhx…

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A: we know  that  sin(π2)=1let  y=tan-1(sinπ2)

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A:

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A: Break the limits

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A: y''+y2=x, y0=0, y'0=1, h=0.1

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A:

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A: To find            Γ(4)Γ32   Concept used  If x&gt;0, then Γ(x+1)=xΓ(x) If  x is a natural number…

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A:

Q: Solve the linear differential equation dy - y = 1 – x d.x .A y = x + ce" .B y = -x + ce" .C y = x +…

A: We will find solutions of each

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A:

Q: )امادل التنا مای و(+لالموxاع يہ 2xy dx

A: Note: " Since you have posted multiple question. As per our guidelines we are supposed to solve only…

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A: True

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A: y = 9tan(x3)dydx = ddx9tan(x3)= 9 sec2x3. ddxx3= 9 sec2x3. 13= 3.sec2x3 dydx =3.sec2x3

Q: Evaluate L{e * (sin 3t – cosh 5t)} . 3 s+5 A. (s+5) +9 (s+5) +25 3. S-5 В. (s-5)-9 (s-5) +25 C. S+5…

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Q: 4Evatnatethe Velneofehe Inextintegkation byting the t tapezaidat, Vule zthen find the absotute…

A: Consider the given integral. I=∫03π20sin5x+1dx And n=4. The trapezoidal rule is defined as.…

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A:

Q: < Cf, c? What is the value of <Cf, in the formula md =1+ md Number Less Than Cumulative frequency…

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A: The given region D looks graphically is the yellow region,

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A: Given , x1 + x2 + x3 + x4 + x5 = 100

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Fundamentals of Trigonometric Identities

Trigonometric Identities are the equalities that involve trigonometry functions and hold for all the values of variables given in the equation.