Q: If f (x) = Vsin¬1 (2x²) , then f' (x) = (sin¯"(2z²))*-/1–4z“ True False
A:
Q: EX / Show that cosh x-sinhx=1
A:
Q: Find the limit of the square root of (4x^(6)-x) over (x^(3)+3), as x approaches positive infinity
A:
Q: Solve for x x/12.4=4ft 6in/6ft 3 in
A: 1 ft=12 inch 4 ft 6 inches =4(12)+6=54 inches 6 ft 3 inches =6(12)+3=75 inches
Q: If 1– cosh x f(x) : 3+ cosh x then f'(x) =
A: The quotient rule of the differentiation uv'=u'⋅v−u⋅v'v2.
Q: 0 and f'(x) > 2 for 1sxs4, how small can
A: It is given that f(1)=10, f'(x)≥2 for 1≤x≤4.
Q: Express in exact form: In(x² + 1)dx
A:
Q: If f(x)= 8-cosh x/6+cosh x then f'(x)=
A:
Q: solve using reduction of order (D^2+1)y=tanx
A:
Q: Use differentials to estimate (2.03)4
A: Given: To find differentials to estimate (2.03)4
Q: 2. Find a real root of 3x – logi0 x – 8 using the Successive Approximation method. Correct to four…
A: As per the company's guidelines, we are supposed to solve first question for you, kindly repost…
Q: Approximate to four decimal places f(x)=ex when x=-2.7183
A: Given function is f(x) = ex Given that x = -2.7183
Q: sech (x*) tanhl 12.
A: 12. Given integral is ∫sech3(x13) tan h(x13) x23dx Let us make substitution to simplify the above…
Q: Suppose f is continuous on [1,5] and the only solutions ofthe equation f(x) = 6 are x = 1and x= 4…
A: Given: The function f is continuous on 1,5 and fx=6 has only two solution x=1, x=4 and f2=8, To…
Q: Find f(-3). -2 -4 www.analyzemath.com 1 O 2 Оз -1
A:
Q: dx Tx-1 4
A:
Q: Suppose J. 3sf(x)s5 for 2sxs8, how small can f (8) possibly be if f(2) = 10? State necessary…
A: Given that 3 ≤ f'(x) ≤ 5 for 2 ≤ x ≤ 8 Here we have to find how small value of f(8) can…
Q: (9) F(<) = { —1, if - п <x<0 1, if 0sxп (h) f(x) — f -х, х, -1<x<0 0<x<1 if if
A:
Q: Verify the formulas by differentiation. ∫ (3x + 5)-2 dx = -(3x + 5)-1/3 + C
A: Given ∫(3x+5)-2dx=-(3x+5)-13+C Verify the formula by differentiation Consider Right hand side value…
Q: Find the root between [-1,0] where \( f(x)=(x+2)^3+2x-5 \) with error \( \epsilon=0.1\) by using…
A: given equation is fx=x+23+2x-5interval -1,0find the root of an equation by using false position…
Q: If f(x)=tanh^-1 square root x to the fourth power then f'(x)=
A:
Q: : Find value of x if :- 2 sinh (2x) - 4 cosh (2x) = - 4
A:
Q: Solve for x. 3 In (x+1) = 15 Do not round any intermediate computations, and round your answer to…
A: Solve for x in the given equation
Q: 3x ン
A:
Q: 6x + 6.
A:
Q: Use the addition formulas to provesinh(2x) = 2 cosh x sinh xcosh(2x) = cosh2 x + sinh2 x
A: Our Aim is to prove the following identities:-(a) sin h(2x)=2 cosh (x) sinh (x)Proof⇒Since, sinh…
Q: Find f'( – 2) for f(x) = In(5x² + 20x – 7) rounded to 3 decimal places. || f'(– 2) = %3D
A:
Q: Find the approximate root in 5th iterations of the function f (x) = x- 2x-5, xo 2.5 by x = V2x +5…
A:
Q: from x = 1 to x = 4 2
A:
Q: 1 1- (-1)". f (x) = 2 sin nx. - n=1
A:
Q: Find the root between [-1,0] where f (x) = (x+2)³ +2x – 5 with error epsilon=0.1 by using False…
A: The false position method is one of the methods used to find the approximate root of a function in a…
Q: Use the hyperbolic identity cosh(2x)= 2 cosh2 (x)-1 to solve 4 cosh(2x)– 22 cosh(x)+ 19 = 0 .
A:
Q: Suppose f(æ) = |x| · x Then f-l(x) = if æ > 0, and f-'(x) = if x < 0.
A: given that fx= x.xfind f-1x for x≥0 and x≤0
Q: Show that x+1/x is increasing on [1,∞]
A:
Q: Use differentials to approximate radical (48.7)
A: Ne need to approximate √48.7 using differentials.
Q: Evaluate ( Sech²(In x) dx
A: In this question we will use basic of calculus i.e concept of integration. First we will convert the…
Q: Find y double prime by implicit differentiation8x^2+y^2=4
A: We have given
Q: Solve for x: tanax=-1 -atanx
A:
Q: limit x to 0 3x-3xcox/sin^2(3x)
A: Here given limit as Use the L'hospital rule which states
Q: Let S 8x x 30 f(x) 70 Evalute f(x) dx.
A:
Q: Please find f'(2) if f(x)=tan(5x). Show steps
A:
Q: Find a limit equal to (x2 – 8)dx. 3
A: The integral of some functions are given below. 1)∫x2dx=x33+c2)∫8dx=8x+c Use the above and find the…
Q: If g(x) : 8 + cosh(9x) find g'(x) 8+ cosh(0)
A: Answer and explanation is given below
Q: sech2(In x)
A:
Q: In( cosh(3x) - sinh(3x) )=
A:
Q: Find the root between [-1,0] where f (x) = (x+2)³ +2x– 5 with error epsilon=0.1 by using False…
A: The false position method uses the formula below to perform the iterations.…
Please to answer all the questions from thr attached file
Step by step
Solved in 2 steps with 1 images
- Explain how successive over relation is obtained from the Gauss-Seidel method.Use algebraic methods to determine the critical value(s) of f(x) = x √4−x. Give your answers in exact form.The assembly for this problem for model S is 0.4 and for model LX 0.5. Can you redo the problem with this information correct?
- I asked this earlier but need some additional help at the end.... Find all critical numbers in the function f(x) = 7 + √3 (X) - 2sinX on the interval 0 < x < 2π [That is 7 + (square root of 3)X - 2sinX} I get it up to finding the dirivative and setting f'(x) = 0, 0 = √3 - 2cos(x) cos(x) = √3 / 2. I am not understanding how to finish the problemConsider the function: f(x)=(ln(x))/(x^7) Find the critical numbers for the function.Find the linearization of f(x)=ln(x2-3) at suitably chosen integer near X=2.1. Then use the linearization to estimate the value of f(2.1).