
Concept explainers
Interpretation:
The chirality of the given objects is to be discussed.
Concept introduction:
The objects that are nonsuperimposable or not identical with their mirror images are known as chiral objects.
The objects that are superimposable with their mirror images are achiral objects. These objects have a centre of symmetry or plane of symmetry.

Answer to Problem 1PP
Solution:
a) Achiral
b) Achiral
c) Chiral
d) Chiral
e) Chiral
f) Achiral
g) Chiral
h) Achiral
Explanation of Solution
a) A screwdriver
A screwdriver is an achiral object as it forms superimposable mirror images. A screwdriver has a plane of symmetry passing through its longitudinal axis. This makes it a symmetric object, superimposable with its mirror images, which makes it achiral.
So, a screwdriver is an achiral object.
b) A baseball bat
A baseball bat is an achiral object as it has a plane of symmetry, which makes it a symmetric object, superimposable with its mirror images. It forms superimposable mirror image due to which it is said to be an achiral object.
So, a baseball bat is an achiral object.
c) A golf club
A golf club is a chiral object because the mirror images of a golf club are non-superimposable due to which it is asymmetric and hence, shows chirality.
So, a golf club is a chiral object.
d) A tennis shoe
A tennis shoe is a chiral object as it shows asymmetric behaviour. The mirror images of a tennis shoe are non-superimposable on the original image due to its curvature toward the tip of the shoe, which makes it asymmetrical and hence, shows chirality.
So, a tennis shoe is a chiral object.
e) An ear
An ear is a chiral object because the mirror images of an ear are nonsuperimposable on the original image and are not identical with its mirror image, due to which it is asymmetric and hence, shows chirality.
So, an ear is a chiral object.
f) A woodscrew
A woodscrew is an achiral object as it shows symmetry. The mirror image of a woodscrew is superimposable on the original image along an axis of symmetry, due to which it is a symmetric molecule and hence shows an achirality.
So, a woodscrew is an achiral object.
g) A car
A car consists of many objects, such as two front seats, a dashboard, and a steering wheel. A car is a chiral object because the mirror images of these interiors are nonsuperimposable on the original image and not identical with their mirror image, due to which a car is asymmetric and hence shows chirality.
So, a car is a chiral object
IF considering only the outer morphology of the car, it is symmetric along an axis, superimposing its mirror image and making it an achiral molecule.
h) A hammer
Superimposable mirror images are formed by a hammer. A hammer has a plane of symmetry, which makes it a symmetric object. Also, it is superimposable with its mirror images, which makes it achiral.
So, a hammer is an achiral object.
Want to see more full solutions like this?
Chapter 5 Solutions
ORGANIC CHEMISTRY-WILEYPLUS ACCESS PKG.
- Please sirrr soollveee these parts pleaseeee and thank youuuuuarrow_forward4. Read paragraph 4.15 from your textbook, use your calculated lattice energy values for CuO, CuCO3 and Cu(OH)2 an explain thermal decomposition reaction of malachite: Cu2CO3(OH)2 →2CuO + H2O + CO2 (3 points)arrow_forwardPlease sirrr soollveee these parts pleaseeee and thank youuuuuarrow_forward
- III O Organic Chemistry Using wedges and dashes in skeletal structures Draw a skeletal ("line") structure for each of the molecules below. Be sure your structures show the important difference between the molecules. key O O O O O CHON Cl jiii iiiiiiii You can drag the slider to rotate the molecules. Explanation Check Click and drag to start drawing a structure. Q Search X G ©2025 McGraw Hill LLC. All Rights Reserved. Terms of Use F 3 W C 3/5arrow_forward3. Use Kapustinskii's equation and data from Table 4.10 in your textbook to calculate lattice energies of Cu(OH)2 and CuCO3 (4 points)arrow_forward2. Copper (II) oxide crystalizes in monoclinic unit cell (included below; blue spheres 2+ represent Cu²+, red - O²-). Use Kapustinski's equation (4.5) to calculate lattice energy for CuO. You will need some data from Resource section of your textbook (p.901). (4 points) CuOarrow_forward
- What is the IUPAC name of the following compound? OH (2S, 4R)-4-chloropentan-2-ol O (2R, 4R)-4-chloropentan-2-ol O (2R, 4S)-4-chloropentan-2-ol O(2S, 4S)-4-chloropentan-2-olarrow_forwardIn the answer box, type the number of maximum stereoisomers possible for the following compound. A H H COH OH = H C Br H.C OH CHarrow_forwardSelect the major product of the following reaction. Br Br₂, light D Br Br Br Brarrow_forward
- Select all molecules which are chiral. Brarrow_forwardUse the reaction coordinate diagram to answer the below questions. Type your answers into the answer box for each question. (Watch your spelling) Energy A B C D Reaction coordinate E A) Is the reaction step going from D to F endothermic or exothermic? A F G B) Does point D represent a reactant, product, intermediate or transition state? A/ C) Which step (step 1 or step 2) is the rate determining step? Aarrow_forward1. Using radii from Resource section 1 (p.901) and Born-Lande equation, calculate the lattice energy for PbS, which crystallizes in the NaCl structure. Then, use the Born-Haber cycle to obtain the value of lattice energy for PbS. You will need the following data following data: AH Pb(g) = 196 kJ/mol; AHƒ PbS = −98 kJ/mol; electron affinities for S(g)→S¯(g) is -201 kJ/mol; S¯(g) (g) is 640kJ/mol. Ionization energies for Pb are listed in Resource section 2, p.903. Remember that enthalpies of formation are calculated beginning with the elements in their standard states (S8 for sulfur). The formation of S2, AHF: S2 (g) = 535 kJ/mol. Compare the two values, and explain the difference. (8 points)arrow_forward
- Organic Chemistry: A Guided InquiryChemistryISBN:9780618974122Author:Andrei StraumanisPublisher:Cengage Learning
