maths
 👍 0
 👎 0
 👁 106

 👍 0
 👎 0
Respond to this Question
Similar Questions

calculus
evaluate lim of x as it approaches infinity for sqrt of x^2 1/2x+1
asked by musuma on April 15, 2012 
Calculus
Find the limit lim as x approaches (pi/2) e^(tanx) I have the answer to be zero: t = tanx lim as t approaches negative infi e^t = 0 Why is tan (pi/2) approaching negative infinity is my question?
asked by NYCalc on March 23, 2011 
Calculus
If g(x) is continuous for all real numbers and g(3) = 1, g(4) = 2, which of the following are necessarily true? I. g(x) = 1 at least once II. lim g(x) = g(3.5) as x aproaches 3.5. III. lim g(x) as x approaches 3 from the left =
asked by Mishaka on October 22, 2011 
Math:)
A person is on the outer edge of a carousel with a radius of 20 feet that is rotating counterclockwise around a point that is centered at the origin. What is the exact value of the position of the rider after the carousel rotates
asked by girly girl on March 22, 2018 
calculus
Find the limits Lim(sin kt/t) t approaches 0 and (K is constant) How do you start this and go about it stepwise? Does knowing (K constant) help me to solve this?
asked by John on January 20, 2012

calculus
A sequence{an} is given by a1=sqrt(2), an+1=sqrt(2*an). a) by induction or otherwise, show that {an} is increasing and bounded above by 3. Apply the Monotonic Sequence Theorem to show that lim n>infinity an exists. b) Find lim
asked by Jessica on January 12, 2011 
Calculus
Evaluate the limit. as x approaches infinity, lim sqrt(x^2+6x+3)x
asked by Nathan on October 22, 2013 
Calculus
find lim f(x)  lim f(x) x>infinity x>infinity if f(x)=ln (x+sqrt[x^2+a^2])/(x+sqrt[x^2+b^2]) a and b are real numbers
asked by J on February 2, 2011 
limiting position of the particle
A particle moves along the x axis so that its position at any time t>= 0 is given by x = arctan t What is the limiting position of the particle as t approaches infinity? Answer is pi/2 How do I solve this? Thanks a lot. You want
asked by Jen on October 20, 2006 
Calculus (integrals)
Use the following formula for the sum of the cubes of the first integers to evaluate the limit in part (a). 1**3+2**3+...+n**3=((n(n+1))/2)**2 (a)lim n approaches infinity and the sum of n (top) and i=1 (bottom) with
asked by Sarah on April 16, 2010 
Algebra 2: Radicals URGENT!!
Could some kind, saintly soul help me solve this problem? Simplify: 8w sqrt(48w^5)  x^2 sqrt(3xw^2) . . =8w(√16)(√3)(√w^4)(√w)  x^2(√3)(√x)(√w^2) =32w^3(√3w)  wx^2(√3x) not much of a "simplification" really 8w
asked by Maria on April 27, 2007
You can view more similar questions or ask a new question.