Can you tell me the answer to 5/(divide)3 square-rooted
AND tell me HOW you worked it out step-by-step
thnks-Is it 5/√3 ?
multiply by √3 and divide by √3
5/√3
= 5√3/√3√3
= 5√3/3
= 5/3 √3
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Please help me thx!
OK i have a question about the slope equation which is y=mx+b im having really much trouble with these stupid questions, im suppose to figure out what is b in the slope equation!!!
I need help getting the solutions of these equations.
5jk(k-2j)
(2a^3-a+3)(a^2+3a-5)
(y-5)^2-There are not equations because they do not have an equals sign.
I have to simplify (a^2-b^2) over (-2a^2-ab+b^2). Please help. Im confused.-(a^2-b^2) / (-2a^2-ab+b^2)
factor fully.
(a-b)(a+b) / -(2a^2 +ab -b^2)
(a-b)(a+b) / -(2a-b)(a+b)
NOTE that (a+b) / (a+
Given normally distributed data, μ=65, σ=8, how do I find the answer to:
P(70 ≤ x ≤ 80)
P(x1 ≤ x ≤ x2) = 0.2434
P(x ≥ x1) = 0.7157-μ = 65
σ = 8
standardize x to z = (x - μ) / σ
P( 70
P( 0.625
(Fro
what is the answers to:
(1 - 3 square-rooted ) (2 + 3 square-rooted)
AND can you please tell me HOW you worked it out step-by-step-(1 - √3)(2 + √3)
Multiply everything in the first bracket by eve
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Be very careful when you write equations.In a book for example this expression might have been written like this:
x^2-49
---------x - 7
When you type that you have to add parentheses to prese
Hello, I have 3 questions here, hopefully someone can please help me to check on their convergence and limit.
1. sequence = (ln n / ln 2n)the limit I calculated is 1. therefore, convergent.
2. seque
Again the problem is (b - 2/3)^2 or to the second power + 4/9 = 0
and if you can explain to me how to do this problem thank you very much :)-Okay, first you need to distribute the ^2 into the parenth
Note: Please remember, I do not want the answer to the question! I just want to know the process of which to work the problem!
Q: A 3/16inch drill bit has a diameter of .1875 inches. What is the size
y=x^2-3x+2-y=x^2-3x+2 factor the quadratic
x^2-3x+2
(x-2)(x-1)
set these two to zero
(x-2)=0, (x-1)=0
solve for xs
1st gives x=2,
2nd gives x=1,
so these are the x-intercepts, x=2, x=1-you can factor
Find the polynomial for the perimeter and for the area of a rectangle
Measurements: n+8; n
What is the perimeter and the area-The perimeter would be 2(n+8) + 2n = 4n + 16
The area would be n(n+8) whi
The leaf in the first quadrant touches r = 0 when 2 sin(2θ) = 0
==> 2θ = 0, π ==> θ = 0, π/2.
Hence, the area of this leaf equals ∫∫ 1 dA
= ∫(θ = 0 to π/2) ∫(r = 0 to 2 sin(2θ)) 1 * (r dr dθ).
I hop
lim x→0 ((18x - 2sin 5x)/(tan10x - 3sin4x) )
lim x→¼π ( 8cosx - 8sinx )/(x - π/4)-Using Lhôpitals rule
We have limit (f(x) / g(x)) as x tends to c
If f and g tend to 0 and the derivative of them ex
