1. Assume α is
opposite side a, β
is opposite side b,
and γ is opposite ...
1. Assume α is
opposite side a, β
is opposite side b,
and γ is opposite
side c. Solve each
triangle, if possible.
Round each answer
to the nearest
tenth.
1. Assume α is opposite side a, β is opposite side
b, and γ is opposite side c. Solve the triangle,
if possible. Round your answers to the nearest tenth. (If not
possible, enter IMPOSSIBLE.)
α = 36°, γ = 70°, a = 35
β =
°
c =
b =
2. Assume α is opposite side a, β is opposite side
b, and γ is opposite side c. Solve the triangle,
if possible. Round your answers to the nearest...
For the following exercises, assume α is opposite
side a,β is opposite
side b, and γ is opposite
side c. Determine whether there is no triangle, one
triangle, or two triangles. Then solve each triangle, if possible.
Round each answer to the nearest tenth.
1) α=119°,a=14,b=26
2) a=7, c=9, α= 43°
A = [(α −β −β), (−β α −β), (−β −β α) ]
(each row is in paranthesis)
(c) Find the algebraic multiplicity and the geometric
multiplicity of every eigenvalue of A.
(d) Justify if the matrix A is diagonalizable.
If the coordinate direction angles for F3 are α = 120°,β = 60°, γ = 45°, determine the magnitude and coordinate direction angles of the resultant force acting on the eyebolt.
Using Baynesian estimation. 1. Let X is Poi(Ꝋ). Let Ꝋ be Γ(α,
β). Show that the marginal pmf of X (the compound distribution) is
k1(x) = (Γ (α + x) β^x) / (Γ(α) x! (1 + β)^(α+x ); x = 0, 1, 2, 3,
…, which is a generalization of the negative binomial
distribution.
Please answer the following question
Discuss natural radioactivity in terms of α, β, and γ
radiation.
Give equations for each illustrating what happens if the
original atom is given by AZM.
b) State the law of radioactive decay.
c) Define exactly what is meant by the half-life of a
radioactive substance?
d) Define carefully binding energy, fission and fusion. Where
does the energy released come from?
ln Ht = α + β ln Yt + γ ln rt + ut
Suppose one wanted to use an LM test to test for first-order
autocorrelation.
Q1. What is the auxiliary equation?
Q2. How would you calculate the test statistic?
Let α, β be cuts as defined by the following:
1) α ≠ ∅ and α ≠ Q
2) if r ∈ α and s ∈ Q satisfies s < r, then
s ∈ α.
3) if r ∈ α, then there exists s ∈ Q with s
> r and s ∈ α.
Let α + β = {r + s | r ∈ α and s ∈ β}.
Show that the set of all cuts R with the...
Characteristics of α, β, and γ rays
Given below are statements that summarize the characteristics of α, β, and γ rays. Identify the characteristics that correspond to each type of radiation.
1. it is symbolized as 4/2 He
2. it has the weakest penetrating power
3. It is a high-speed electron
4. It possesses neither mass nor charge
5. it has the strongest penetrating power
6. its is symbolized as 0/-1e
7. it is the most massive of all the components
Drag the appropriate...
Consider α-diversity, β-diversity, and γ-diversity. (That is,
alpha-diversity, beta-diversity, and gamma-diversity.) Over time,
is habitat fragmentation likely to increase or decrease each of
these types of diversity within a landscape? Briefly explain your
reasoning.