If I have a TS of 0.45 in a left tailed test, Is the P Value is about 67.2 right?-To answer this question you need to provide the test statistics distribution. What 1-tailed test are you conducting? H
Just a little hazy on those properties...
any help is appreciated :)-(2)^-n
You can think about it this way:(1/2)^n is the same as (1^n)/(2^n) but since 1 to any power is still 1 you can ignore the
1 cat catches 1 mouse per hour on average, so i think 15.-assuming its the same cats and mice,the rate is 1 mouse per 1 cat in 1 min. so, 30 is the ans.-probably 30, since everything is cut in half
o
[Hint: (a−x) = − (x − a)]-You can cancel (x - 4).
-2(x - 4) / 3(x - 4) = -2/3-Meli 409 has it correct. The key to the answer lies in the multiplication tables by recognizing that 2 is a factor of 8 a
x^3-3x^2+16x-48=0
x^3-5x^2-3x+15=0
show all work explain it thankss:)-1. x^3-3x^2+16x-48
Factor GCF from each group of two terms: x^2(x - 3) + 16(x - 3)
Factor out (x - 3) :(x^2 + 16)(x - 3)
(x^2 +
Ok so I have to find the area of a regular(congruental sided) decagon and I know that the perimeter is 240 and each side is 24. I looked online and found out that the formula is 1/2(ap), so I guess th
change the order of integration, make the drawing area of integration
(integral from 0 to 3 dx ) integral from (x^2) to (x+6)f(x,y)dy-The given region is between y = x^2 to y = x+6 for x in [0, 3].
T
a circle has two segments, part of one of them is y+1, the other part is y+9 part of the other segment is 7, the other part is 12
what is the value of y?-the value of y is 5 :) because 9+5=14 and 5+1=
Write the general solution for 2 tan x + √ (12) = 0.
Determine the general solution to sin (x/2) = √(3) /2.Use radian measure in your solution-tan x = - √3 ---> x = 2π/3 + nπ
sin ( x / 2 ) = √3 / 2
Find the term in x^3 in the expansion of (1+5x)^2(1-2x)^6-For a binomial expansion (a + b)^n:
--There are n + 1 terms
--The sum of the exponents in each term is n
--The exponent of the b term is one
The integral from negative to positive pi of:
a) 1/2pi (cos(5t))(cos(10t)) dt
b) 1/2pi (cos(3t))(sin(11t)) dt
c) 1/pi (cos^2 (2t)) dt
d) 1/pi (sin^2 (3t)) dt-Remember the following:
Integral from nega
I think after a few Ill understand, but can you explain these please?
1. The quarter shows heads.
2. The penny and the nickel show heads.
3. One coin shows heads.
4. All three coins land the same