Question

In: Math

Show that the curve C(t) = <a1, a2, a3>t2 + <b1, b2, b3>t + <c1, c2,...

Show that the curve C(t) = <a1, a2, a3>t2 + <b1, b2, b3>t + <c1, c2, c3> lies in a plane and find the equation for such a plane.

Solutions

Expert Solution

Dear Student,

I have solved your question to best of my knowledge,


Related Solutions

| | a1 | a2 | |----|------|------| | b1 | 0.37 | 0.16 | | b2...
| | a1 | a2 | |----|------|------| | b1 | 0.37 | 0.16 | | b2 | 0.23 | ? | 1. What is ?(?=?2,?=?2)P(A=a2,B=b2)? 2. Observing events from this probability distribution, what is the probability of seeing (a1, b1) then (a2, b2)? 3. Calculate the marginal probability distribution, ?(?)P(A). 4. Calculate the marginal probability distribution, ?(?)P(B).
What is Corr[A1, A2] where A1 equals B1 minus B2, and A2 equals B2 minus B3and...
What is Corr[A1, A2] where A1 equals B1 minus B2, and A2 equals B2 minus B3and we are given that Bi ∼ Ber(p) for all i in {1,2}?
b1 b2 b3 b4 b5 b6 a1 4 2 0 2 1 1 a2 4 3...
b1 b2 b3 b4 b5 b6 a1 4 2 0 2 1 1 a2 4 3 1 3 2 2 a3 4 3 7 -5 1 2 a4 4 3 4 -1 2 2 a5 4 3 2 -2 2 2 Find the optimal strategies and the value of the following game:
Prove: If a1 = b1 mod n and a2 = b2 mod n then (1) a1...
Prove: If a1 = b1 mod n and a2 = b2 mod n then (1) a1 + a2 = b1 + b2 mod n, (2) a1 − a2 = b1 − b2 mod n, and (3) a1a2 = b1b2 mod n.
a. The Log likelihood function is ?(?) = (a1 + a2) log(?) − ?(b1 + b2)  write...
a. The Log likelihood function is ?(?) = (a1 + a2) log(?) − ?(b1 + b2)  write this as a function of θ, by substituting in θ = log(λ). b. Write down the likelihood equation for θ, using the log-likelihood in part a, and hence determine θ^ the MLE for θ. c. Show that θˆlog = (λ^). Show this algebraically, what property of MLEs is this? d. Differentiate the LHS of the likelihood equation, obtain the expected information ?(?) = ?{??(?,...
Suppose a , b , c ∈ Z . If a2 + b2 = c2 ,...
Suppose a , b , c ∈ Z . If a2 + b2 = c2 , then a or b is even. a) Proof by Contraposition b) Proof by Contradiction
covert the schema into 3NF. TableC (a1,a2,a3,a4,a5) functionally dependencies: a1 --> {a2,a3,a5} a4 --> {a1,a2,a3,a5} a3...
covert the schema into 3NF. TableC (a1,a2,a3,a4,a5) functionally dependencies: a1 --> {a2,a3,a5} a4 --> {a1,a2,a3,a5} a3 -->{a5} Answer: Relation1: Relation2:
Let f: X→Y be a map with A1, A2⊂X and B1,B2⊂Y (A) Prove f(A1∪A2)=f(A1)∪f(A2). (B) Prove...
Let f: X→Y be a map with A1, A2⊂X and B1,B2⊂Y (A) Prove f(A1∪A2)=f(A1)∪f(A2). (B) Prove f(A1∩A2)⊂f(A1)∩f(A2). Give an example in which equality fails. (C) Prove f−1(B1∪B2)=f−1(B1)∪f−1(B2), where f−1(B)={x∈X: f(x)∈B}. (D) Prove f−1(B1∩B2)=f−1(B1)∩f−1(B2). (E) Prove f−1(Y∖B1)=X∖f−1(B1). (Abstract Algebra)
1. Three pairs of genes with two alleles each (A1 and A2, B1 and B2, and...
1. Three pairs of genes with two alleles each (A1 and A2, B1 and B2, and C1 and C2) influence lifespan in a human population. The alleles of these genes have an additive relationship and add the number of years indicated to the lifespan of the individual. allele years A1 15 A2 4 B1 16 B2 8 C1 13 C2 9 a. If lifespan were entirely genetically determined, what is the minimum possible lifespan and the associated genotype? b. If...
V=[(a b), a,b E R+] with (a1 b1)+(a2 b2)=(a1a2 b1b2)and for c E R, c(a b)=(a^c...
V=[(a b), a,b E R+] with (a1 b1)+(a2 b2)=(a1a2 b1b2)and for c E R, c(a b)=(a^c b^c) is a vector space over R. Define T:R^2 to V by T[a b]= (e^a e^b). prove T is a linear transformation from R2 to V.
ADVERTISEMENT
ADVERTISEMENT
ADVERTISEMENT