3- Pyridinium bromide perbromide is a lachrymator.What does that
mean? 4- Draw the four possible stereoisomers...
3- Pyridinium bromide perbromide is a lachrymator.What does that
mean? 4- Draw the four possible stereoisomers of
2,3-dibromo-3-phenylpropanoic acid and assign configurations to the
stereocenters.Indicate which pairs of stereoisomers are
enantiomers. 5- Draw the mechanism for the bromination of
trans-cinnamic acid, using Br2. a) Show both bromonium ions that
can form in the first step. b) Show the two additions to each of
the bromonium ions you drew in (a).You should have four structures.
c) Although you have four structures,...
For each function, evaluate the stated partials.
11.?(?,?)=5?3 + 4?2?2 −
3?2 ??(−1,2), ??(−1,2)
12?(?,?)=?x^2 +...
For each function, evaluate the stated partials.
11.?(?,?)=5?3 + 4?2?2 −
3?2 ??(−1,2), ??(−1,2)
12?(?,?)=?x^2 + ?2 ??(0,1), ?(0,1)
13?(?,?)=ln(? − ?) + ?3?2
?x(2,1), ?y(2,1)
Lab 6: Electrophilic Addition Reactions: Bromination of cis- and
trans-stilbene
My product was cis-stilbene, 1,2-dibromo-1,2-diphenylethane
1....
Lab 6: Electrophilic Addition Reactions: Bromination of cis- and
trans-stilbene
My product was cis-stilbene, 1,2-dibromo-1,2-diphenylethane
1. Following the reaction, the reaction mixture was diluted with
water and placed in an ice-water bath. Why? (5 Pts
total)
2.Calculate the theoretical and percent yields
of your bromination reaction. Assume that cis or
trans stilbene is the limiting reagent. Show all steps of
your calculations. (5 Pts)
3. Draw the bromination mechanism that your
reaction proceeded through for Lab 6. Remember to assign...
Determine if vectors are linearly dependent or
independent:
1. (1,2), (-1,-3)
2. (2,-1,4),(4,-2,7),(1,5,8)
3. (-3,4,2),(7,-1,3),(1.1.8)
Determine if vectors are linearly dependent or
independent:
1. (1,2), (-1,-3)
2. (2,-1,4),(4,-2,7),(1,5,8)
3. (-3,4,2),(7,-1,3),(1.1.8)
1) If
67+3?(?)+4?^2(?(?))^3=0
and ?(−4)=−1, find ?′(−4).
f'(-4)=
2) Find an equation of the tangent...
1) If
67+3?(?)+4?^2(?(?))^3=0
and ?(−4)=−1, find ?′(−4).
f'(-4)=
2) Find an equation of the tangent line to the curve
?^2=?^3(5−?) (a piriform) at the point
(1,2).
The equation of this tangent line can be written in the form
?=??+?, where
?=_________ and ?=________
find m and b