Find f¹(6.0), error = error =0(h²)

Q: A cat is falling from a branch. Its height t seconds after it fell is given by the function h(t) =…

A: We have given height  ht=-16t2+5 To get for what height cat was falling  Put t=0 h0=0+5 h0=5 height…

Q: P()=9000+375t-56V7 Find the ratead which the Jown is growing after 4 years"

A: Topic- application of derivative

Q: 1. You have a piece of wire of 10 cm. You use the wire to form either a square or a circle, or you…

A: First derivative of function gives the information about increasing and decreasing nature of…

Q: The level of water in a tank is decreasing such that its depth, d, can be modeled by d=18(.92)^h,…

A: Topic:- persentage

Q: ∫dv/v^2

A: Given, ∫dvv2

Q: solve for t:   (1+(0.03/12))^t = 5

A:

Q: Find the average daily inventory.

A: Given: A local pasta company receive 600 cases of alfredo sauce every 30 days. The number of cases…

Q: Differentiate: t^(2/3)-5(t)^(1/3)

A: Find derivative

Q: S= 2rh + 2r^2 , for h Please show steps

A: Do the mathematical operations such that only h remains one side and other all shifted to others…

Q: The number of web searches S in billions on a particular web during year x can be approximated by…

A:

Q: F(x)= x^3/7. G(x)= 3 squared 7x f(G(x)) =f (??? g(f(x))=g (????

A: f(x)=x37,g(x)=7x3

Q: A mountain climber uses the model T = 20 – 10h | to estimate the temperature T (in °C) at elevation…

A: T=20-10h a). When h=0, T=20-100=20 When h=1, T=20-101=10 When h=2, T=20-102=0 When h=3, T=20-103=-10…

Q: Evaluate ∫4x+5/(3x+2)(x+3)dx

A: Given Integral: ∫4x+53x+2x+3dx   To find: Evaluate the given function. Formula used: i) Partial…

Q: x^2= 0.25

A: We have to solve

Q: t0.05/2,6   calculate

A: The objective is to calculate the t-score for t0.052, with the distribution degrees of freedom as 6.…

Q: y= x^(3)/4, (3, 6.75)

A: y= x3 / 4Note that y is cubic in x.

Q: The windchill index announced during the winter by the weather bureau measures how cold it "feels"…

A:

Q: Solve for x: 1/(x+2)-(1/x)>2.

A:

Q: What is the standard form of y = (3/200)x^2 ?

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Q: R(p) = 600p - 6p^2 maximum revenue is 15,000 how many units are sold at this price?

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Q: 5=/x=

A:

Q: Solve 2logs(Vx)- log;(6x– 1)=0.

A:

Q: L{1/2k³(sinkt-kt coskt)}

A: