PLEASE EXPLAIN
What is фЕ.dl ? B (E,+ E,)h E not enough information E2 Ax
In the reaction below, what reaction will occur?
Select one:
a. E2
b. SN1
c. not enough information
d. E1
e. no reaction
f. SN2
mon
In the reaction below, what reaction will occur? OH Select one: o a. E1 b. E2 c. no reaction d. SN2 e. not enough information f. SN1
from the formula E(aX+b)=aE(x)+b, setting b = 0 we see that E(aX)= aE(X) Prove E(aX) = aE(x).
Let H be the set of third degree polynomials H = {ax + ax? + ax? | aEC} Is H a subspace of P3? Why or why not? Select all correct answer choices (there may be more than one). a. H is a subspace of P3 because it contains the zero vector of P3 b. H is a subspace of P3 because it is closed under vector addition and scalar multiplication Oc H is a subspace of P3 because it...
Please fast back, i don't have enough time
The solution of the IVP dy - (ax + by+1)2-1(0)=0, where a ER and b ERYO) 15 Select one: e a. (ax+by + 1)(1-x) = 1 2 b. (ax+by+1) (ax+by+1)1 -bx) = di ax+by 1 e Cax+by+1211 -bx)= 1 1. (ax+by- 1)(1-x)=1 Cox+by+1)(1+x)=1 hax+by+1)(1-bx)= 3
Let H be the set of third degree polynomials H = {ax + ax? + ax? | aEC} is H a subspace of P3? Why or why not? Select all correct answer choices (there may be more than one). a. H is a subspace of P3 because it contains the zero vector of P3 b.H is a subspace of P3 because it is closed under vector addition and scalar multiplication c. H is a subspace of P3 because it can...
9. Which of these Newman Projections shows the preferred
conformation for an E2 reaction to occur? (a) (b) (c) (d) (e) 10.
What is/are the product(s) of the following reaction? (a) (b) (c)
(d) (e) both (a) and (b) will be formed, but (b) will be the major
product 11. For the following reaction, what will be the effect on
the rate if [NaCN] is doubled? (a) The rate doubles (b) The rate
triples (c) The rate quadruples (d) The...
1. Using picture or pictures, explain (5) (a) h and under what condition Ax Ap h/2. Ax Ap The meaning of each symbol in the two expressions <mÔjk>, <kIOk> and meanings of the expressions. Using <m |Ö)k>, comment on how O operates and the condition of a Hermitian operator. (8) (b) (5) The scattering and the bound state problems. (c) Why can the solutions a free particle in two-dimension be written as (1/2n) e[i(kx+ kyy)], where ky and ky are...
Let H be the set of third degree polynomials H = {ax + ax? + ax3 | DEC} Is H a subspace of P3? Why or why not? Select all correct answer choices (there may be more than one). a. A is a subspace of P3 because it contains the zero vector of P3 | b. H is not a subspace of P3 because it does not contain the zero vector of P3 c. H is not a subspace of...