Words: voluntary-response, systematic, random, stratified, convenience
Definitions: by chance
members choose to be in the sample
according to a rule or formula
at random from randomly chosen subgr
Twenty students randomly assigned to an experimental group receive an
instructional program; 30 in a control group do not. After 6 months, both groups
are tested on their knowledge. The experimental g
the function f(x) is given.
f(x)=7for x xfor x > or = 7
find the integral
0 --> 11f(x)dx-INT( f(x) dx )
Break integral into two parts:
Part 1: on 0
Part 2: on 7
Part 1 evaluates to: 49
Part 2 eva
24
39.5 is 50% of what?-IDK what the 24 at top is but since 50% is half, meaning 39.5 is half of something then you have to multiply 39.5 by 2 to get 39.5 is 50% of 79-39.5 is 50%
=39.5/0.5
=79 ans
How many ways are there to pick a first place, second place, and third place winner in a contest with 40 participants?-There are 40 ways to pick the first place winner (all 40 contestants). Then, afte
The matrix below gives me 3 eigen values. 2 which are equal:
[2 0 0]
[1 3 0 ]
[1 1 2 ]
When i type this matrix into Eigen value calculator online it says the corresponding Eigen vectors are: For the
Show that, if f:[0, ∞) → R is continuous and has a finite limt at ∞, then f is uniformly continuous on [0, ∞).
Thank you.-Let ε > 0 be given.
Since f has a finite limit L at infinity, there exists a
30
E(5i-1)
i=1
how do you solve this faster and also i need help :D-30
E (5i-1)
i=1
= 30[5*29/2 -- 1] = 30 [72.5 -- 1] = 30[71.5] = 2145-=5Ei-E1=5X30X31/2-30=2295
NB Ei for i=1 to n =n(n+1)/2; Ec
A room measures 20 x 40 ft. and has a 10 ft. ceiling.A fly is in one of the upper corners of the room.The fly walks down a wall and across the floor to the diagonally opposite corner of the room.The f
what steps do I take to work this problem? Simplify.9y^2-3y-2/6y^2-13y-5divide by 3y^2+10y-8/2y^2+13y+20arrgghh!!!-Okay, so to go through it step by step, write the two fractions out on a piece of pap
A street light is at the top of a 11 ft tall pole. A woman 6 ft tall walks away from the pole with a speed of 4 ft/sec along a straight path. How fast is the tip of her shadow moving when she is 30 ft
1.
Find the volume of the solid obtained by rotating the region bounded by x = y^2 and x = 3y about the y-axis.
2. Find the volume of the solid obtained by rotating the region in the first quadrant b
Can someone work this out please??? Thank you!
(a) Find the interval on which f is increasing.
(b) Find the interval on which f is decreasing.
(c) Find the local minimum value of f.
(d) Find the infl