CH3410, Test 1 (20 points), C01
NAME_________________________________
1) (4 points) Phosphorus has oxoacids with formulas H3PO4, H3PO3, and H3PO2.
a) Draw a Lewis structure for H3PO2 (the atom layout is suggested if we write the formula as P(H)(OH)2).
Central P, single bonded to H and two OH groups. 2 lone pairs on each O, 1 lone pair on P.
b) Calculate the oxidation state for every atom in the Lewis structure by assigning electrons.
P = 1+
O = 2-
H = 1+
2) (4 points) The radial probability distribution function for a 3p orbital, ignoring the constants, is
r
2(4-r )2e-rDetermine the values of
r at the minima and maxima of this function. Derivative is zero at r = 0, 1.17, 4, 6.83, ¥ .3) (2 points) A known compound, potassium peroxydisulfate, has the formula K2S2O8. Is it possible to assign reasonable oxidation states for the atoms in this compound? Please support your answer.
Yes. K = 1+, S = 6+ (7+ is unreasonable because it would require loss of a core electron), six O's are 2-, two O's are 1- (peroxide, as suggested by name).
4) (5 points) A chemist writes a paper in which he claims that he has synthesized the following covalent compounds. The paper is sent to me for review. I write back that 5 of the formulas seem unreasonable on the basis of normal numbers of covalent bonds, assuming that oxygen forms 2 bonds in all cases and that hydrogen and the halogens form 1. Circle the unlikely formulas. UNREASONABLE ONES IN BOLD. JUDGMENT AS TO UNREASONABILITY BASED ON OXIDATION STATE OF CENTRAL ATOM OR ON NORMAL NUMBER OF COVALENT BONDS FORMED BY CENTRAL ATOM.
PO2F
SnOCl
SO3F2
N2O5
PO(OH)2F2
SO2(OH)F
ClO3F2
H3BO3
P4O6
H2SiO4
5) (5 points) For each atom indicate the maximum possible number of covalent bonds:
B: period 2, four valence orbitals, four covalent bonds maximum.
C: period 2, four valence orbitals, four covalent bonds maximum.
P: period 3, nine valence orbitals, nine covalent bonds maximum.
Fe: period 3, nine valence orbitals, nine covalent bonds maximum.
Br: period 4, nine valence orbitals, nine covalent bonds maximum.