
 👍 0
 👎 0
posted by drwls
Respond to this Question
Similar Questions

Algebra, Trig
You are standing at a base of a Ferris Wheel which is 4 m above ground while your friend is riding. The Ferris Wheel is 8m in diameter. Describe how the shape of the sine curve models the distance your friend is to the platform
asked by Jay on October 12, 2017 
math
You are standing beside a merrygoround that your friend is riding. The merrygoround is 8m in diameter. Describe how the shape of the sine curve models the distance from you and your friend. Identify the function that will
asked by Cris on April 25, 2016 
Trigonometery
What is the graph of one cycle of a sine curve with the given characteristics? Using the form y = a sin bÎ¸, what is an equation for the sine curve? amplitude = 4, period =1/4 pi , and a < 0
asked by Maggie on June 2, 2016 
algebra
What is the graph of one cycle of a sine curve with the given characteristics? Using the form y = a sin bÎ¸, what is an equation for the sine curve? amplitude = 2, period =2 pi , and a < 0.
asked by dallas on May 4, 2017 
ALGEBRA help
What is the graph of one cycle of a sine curve with the given characteristics? Using the form y = a sin bÎ¸, what is an equation for the sine curve? amplitude = 4, period =1/4 pi , and a < 0.
asked by Anny on May 11, 2015 
Algebra
what is the equation for the graphs given the following information: 2. the graph of: y = asinbx has amplitude of 4 and a period of pi/6 3. a sinusoid graph with a maximum at A(0,3) and a minimum at (2pi, 3)
asked by Anonymous on February 23, 2019 
Caluclus
Find the absolute maximum and absolute minimum of f on the interval (1,2]: f(x)=(x^3+x^2+3x+1)/(x+1) A. Maximum: (1, 2); Minimum: (1, 2) B. Maximum: (1, 2); Minimum: None C. Maximum: None; Minimum: None D. Maximum: None;
asked by Anonymous on January 11, 2015 
calculus
there are no examples of this type of problem in my book so if you could help walk me through it  that would be extremely helpful. thanks ahead of time. Find the extreme values of the function on the interval and where they
asked by K.T. on December 15, 2014 
Physics
A banked circular highway curve is designed for traffic moving at 90 km/h. The radius of the curve is 70 m. If the coefficient of static friction is 0.30 (wet pavement), at what range of minimum and maximum speeds can a car safely
asked by Chrxeyshthoufov on February 23, 2014 
calculus1
Please help I want to post a picture but Jiskha doesn't allow me so I just describe what I see.the derivative tangent line curve start at (0,1/2). It curve downward pass the xaxis at (1,0)until it reach a local minimum at
asked by john on October 28, 2017