Consider the function δ(x) = c() ( 1 − < x < , 0 otherwise. (4) find compute lim→0 z 1 −1 dxδ0 (x)f(x) (5) for an arbitrary smooth function f(x) by expanding f(x) in a series expansion in x. do the integral two ways: by evaluating the derivative of δ(x), and using integration by parts. take the limit → 0 after doing the integral.

On the first of each month, shelly runs a 5k race. she keeps track of her times to track her progress. her time in minutes is recorded in the table: jan 40.55 july 35.38 feb 41.51 aug 37.48 mar 42.01 sept 40.87 apr 38.76 oct 48.32 may 36.32 nov 41.59 june 34.28 dec 42.71 determine the difference between the mean of the data, including the outlier and excluding the outlier. round to the hundredths place. 39.98 39.22 0.76 1.21

What is the factored form of the following expressions? d^2 – 13d + 36

Which ordered pair is a solution of the equation? y + 5 = 2(2+1) choose 1 answer ® only (5,10 ® only (-1,-5) © both (5, 10) and (-1,-5) 0 neither