I am not sure what your background is?
But maybe stackoverflow coud help. Just the appropiate tags so something like <error message> [vba].
You might be able find some resources on vba online like Udemy, youtube or Code Academy.
I feel like I have seen some similar post before?
@HeeeHeee unfortunately I could not understand your question
sin^-1 needs an argument you have not specified that. As result It is not clear what your are writing as a result
sin^-1(x) is curve not a line.
There is no guarantee there is close form solution
mx + b = sin^-1(x)
Edit try solvng...
cos(cos^-1(x)), sin(sin^-1(x)) should be easy. Use the theorem f(f^-1(x)) = x.
sin^-1(sinx), cos^-1(cosx) you need to examine by inspection to sketch and get the pattern. Use the theorem f^-1(f(x)) = x but this only holds for the domain of the sin^-1 / cos^-1
As an excerise try to prove the...
I had another look at the question. I was not unfortunately able to understand the other answers.
Theorem: if A and B are independent then P(B|A') = P(B) # This is actually converse of what we are looking to prove. Anyhow.
Proof:
P(A)*P(B|A) + P(A')*P(B|A') = P(B)
Let P(A) = p, let P(B) =...
There probably is some discord channel for UWS that you might be able to access to learn more about certain subjects and find resources. You might need to look at Facebook or other sites.
I am not to sure how you can prepare as the syllabus seems vague.
https://educationstandards.nsw.edu.au/wps/portal/nesa/k-10/learning-areas/hsie/history-k-10/content/1088
Maybe what you could do is try make your own essay questions and try to answer them. Look at the HSC papers to get an idea...
I think often inspection is the way to go. So maybe number of ones from
101-200
201-300
.
.
801-900
You will need to consider separately
901-1000
1001-1100
1101-1150
Assume cards of same character but different suit are different. That is club A, is different hearts A
How many combinations are there of 5 cards with characters A, K, J?
How many permutations are there of 5 cards with characters A, K, J?
When you want combination you need to divide by number of positions.
When you want permutation that is the number of arrangements you don't want to divide.
n-number of objects
r- number of objects selected
nPr is generally used for permutation.
nCr is generally used for combinations but can...
When dealing with groups you are not going to care about order only what members a group consist of.
In the case of equal size group:
Let you say have a set of members L in group 1. and a set members K in group 2. It is also possible to have L in group 2 and K in group 1. Hence you divide...
So if you have y = sin^-1(x) + cos^-1(x)
Then dy/dx = 0. So you have a differential equation that you can solve. Another alternative would be draw triangles.
So draw triangle with hypotenuse 1 and opposite side x for sin^-1(x) and hypotenuse 1 and adjacent side x for cos^-1(x). You will see...
x(x^2-1) = x(x+1)(x-1)
bounds from -1 to 1
pi integral (x^3 -x)^2 dx
What your taking is the sum of an infinite number circles across the x-axis
https://www.integral-calculator.com/
Can you confirm the answer