Answer to Question #200971 in Calculus for Femi

Question #200971

Lim_x→0 (x cos x)

Expert's answer

"\\lim_{x\\to 0}(xcosx)=\\lim_{x\\to 0}(x)*\\lim_{x\\to 0}(cosx)=0*1=0."

Learn more about our help with Assignments: Calculus Pre-Calculus Differential Calculus Multivariable Calculus

Comments

No comments. Be the first!

Leave a comment

Related Questions

1. a) Find an equation of the tangent line at the origin to the curve .1+sin(x+y)=
2. Consider the telescoping series"n""Sn = \u03a3" "[ ( 1 \/ (k+1) ) - ( 1 \/ k )" ]"k=2"Which of the
3. a ball is thrown down from the top of a 210-ft building with an initial velocity of -24 ft per secon
4. 3. Argue for or against using a continuous function to model each of the following scenarios (it is
5. Derive a reductions formula for integral emx/xn dx , where m and n are constants.
6. Let D: {(x,y)| x>0, y>0}. Consider two function f and g from D to R, defined by:f(x,y) = Inx -
7. A particle is executing Simple Harmonic Motion of amplitude 6 m and period 3× 5seconds. Find the ma