The priority is decided on the basis of CIP rule
1. The atom attached to the stereocenter gets the first priority if its atomic number is greater than the rest
2. If there is a tie, the atom attached to the second position to the stereocenter is taken into consideration.
3. If there are isotopes of the same atom attached to the same stereocenter, then isotope with heavier mass number is given priority.
Thus the correct option is B
Cl > NH2 > CH3 > H
atomic no for Cl: 17
atomic no for N: 7
atomic no for C: 6
atomic no for H : 1
According to the R-S convention, which priority is correct for the following sets of groups? A)...
question 19 According to the R-S convention, which priority is correct for the following sets of groups?! HỒ CH(CH3)2 > CH3CH2 > HS OH > CH3 > CH3CH2 >H NH > CH=C > CH (CH2)2>H OH > CH3 > CHOH > H Alkynes > Alkenes > Ester > CH3
Draw the remaining product of the following reaction CI +2 HC- CH2- NH2 > H,C-CH2-NH CI +
Draw the product for the reaction in the space provided: CH3 H3C—=CH2 + HO ">
this is all the information i got so you must be able to do
it
b ) NH2 -CH3 HN H3C -CH3 H2N-CH2CH3 N H E F G H > > > strongest base weakest base
which of these answers is correct?
NUMBER 1
NUMBER 2
also please give the reason.
Thank you!
Construct a context-free grammar for the language L={ ab'ab'an> 1}. S → AAa A → aB B → 6B|bb S->ata T-> bCb C->bCba
Complete the following reaction of disulfide bonds in order and what is the reaction type? R-SH+R-SH --->R-S-S-R' +( )+ ( ) a. 21 and 2 e: oxidation b. 3H20 and 2 e : oxidation OC2H20 and 3 e : reduction d. none e2H+ and 3 e: reduction
4. (8 pt) Which is the correct order for decreasing basicity (most basic on the left)? A. ii>iv>ii>i B. iv >ii >i> ii C. ii > iv >>ii NH2 NO2 O2N iv IV
The 2 guesses are incorrect. Please help to solve correct
answer
0.24, calculate the following: If X follows Bernoulli distribution B, p > 0.5 and V(X) .48 .48 ELX] 48
.X, be an id sample from the distribution r >1 (a) Using this distribution, find Eflog(X) 0.
ei0 : 0 E R} be the group of all complex numbers on the unit circle under multiplication. Let ø : R -> U 1. (30) Let R be the group of real numbers under addition, and let U be the map given by e2Tir (r) (i) Prove that d is a homomorphism of groups (ii) Find the kernel of ø. (Don't just write down the definition. You need to describe explicit subset of R.) an real number r for...