2023/24 ANNUAL TEACHING PLANS: PHYSICAL SCIENCES: GRADE 11
2023/24 ANNUAL TEACHING PLANS: PHYSICAL SCIENCES: GRADE 11 (TERM 1)
TERM 1 WEEK 1 WEEK 2 WEEK 3 WEEK 4 WEEK 5 WEEK 6 WEEK 7
CAPS TOPICS MECHANICS: Vectors MECHANICS: Vectors MECHANICS: Vectors MECHANICS: MECHANICS: MECHANICS: MECHANICS: ELEC
(44 HRS) in two dimensions in two dimensions in two dimensions (2 Newton’s laws Newton’s laws Newton’s laws Newton’s MAG
(2 hrs) (4 hrs) hrs) (4 hrs) (4 hrs) (4 hrs) Universal Law Elec
MECHANICS: (4 hrs) (4 hr
Newton’s laws
(2 hrs)
TOPICS, CONCEPTS, • Define a resultant • Calculate the Vectors in two • Define the static • State Newton's • Apply Newton's • State Newton's • St
SKILLS AND VALUES • Determine the magnitude of the dimensions frictional force, fs second law of motion second law of motion third law of la
resultant of vectors resultant using the • Resolve a vector R In symbols: Fnet = ma to a variety of motion • So
theorem of • Solve problems using equilibrium and non-
(maximum four) on a into its horizontal (Rx) • Draw force diagrams • Identify Newton us
max
Cartesian plane, Pythagoras and vertical (Ry) fs = sN and free-body equilibrium problems III force pairs F
using the component • Determine the components using Rx diagrams for objects including: (action-reaction
• Define the kinetic
method direction of the = Rcosθ and frictional force, fk that are in equilibrium o Two-body pairs) and list ch
• Sketch the vertical resultant using simple Ry = Rsinθ where θ is or accelerating systems (joined the properties of di
vector (Ry) and the trigonometric ratios the angle between r • Solve problems using • Apply Newton's by a light the force pairs re
horizontal vector (Rx) • Determine the and the x axis second law of motion inextensible (action-reaction ch
fk = k N
on a Cartesian plane resultant (R) of two Newton’s laws to a variety of string): pairs) • So
vectors graphically • Draw force diagrams equilibrium and non- - Both on a flat • State Newton's us
• Define normal force,
using either the tail- N • Draw free-body equilibrium problems horizontal plane law of universal F=
to-head or tail-to-tail diagrams including: with or without gravitation
• Define frictional • Resolve a two-
method o A single object: friction • Solve problems ch
force, f dimensional force,
(parallelogram - Moving in a - One in a using dim
method) as well as by • Know that a frictional e.g. the weight of an for
horizontal plane horizontal plane m1m2
calculation force: object on an inclined F=G in
with or without with or without d2
(component method) o Is proportional to plane, into its parallel friction, and a for
the normal force (F//,,) and friction • Calculate
for a maximum of four second hanging ch
o Is independent of perpendicular (F⊥) - Moving on an acceleration due
vectors in both 1- vertically from a 've
the area of the components inclined plane to gravity on
dimension and 2- string over a an
surfaces that are with or without earth using
dimensions • Determine the frictionless
in contact with friction GM
• Explain the meaning resultant/ net force of pulley g = 2 , and on
each other two or more forces - Moving in the rE
of a closed vector - Both on an another planet
vertical plane
diagram • State Newton's first inclined plane GM
(lifts, rockets, using g = 2 P ,
law of motion with or without rP
etc.)
• Define inertia and friction where MP is the
state that the mass of - Both hanging mass of the
an object is a vertically from a planet and rP is
quantitative measure string over a the radius of the
of its inertia frictionless planet
• Discuss why it is pulley • Explain the
important to wear difference
, 2023/24 ANNUAL TEACHING PLANS: PHYSICAL SCIENCES: GRADE 11
TERM 1 WEEK 1 WEEK 2 WEEK 3 WEEK 4 WEEK 5 WEEK 6 WEEK 7
REQUISITE PRE- • Vectors and scalars • Vectors and scalars • Vectors and scalars • Equations of motion • Equations of motion • Equations of motion • Inertia •
KNOWLEDGE • Representation of • Force and unit of • Force and free-body • Force and free-body • Force and free-body • Forces
vectors force diagrams diagrams diagrams
• Frictional forces • Frictional forces • Gravitational •
acceleration
•
•
RESOURCES (OTHER • Apparatus for • Study guides • Study guides • Apparatus for • Study guides • Study guides • Study guides • S
THAN TEXTBOOK) TO experiment below • Previous question • Previous question experiment below • Previous question • Previous question • Previous • P
ENHANCE LEARNING • Study guides papers papers • Study guides papers papers question p
• Previous question • Mindset & YouTube • Mindset & YouTube • Previous question • Mindset & YouTube • Mindset & YouTube papers • M
papers videos videos papers videos videos • Mindset & Y
• Mindset & YouTube • Simulations • PhET simulations • Mindset & YouTube • PhET simulations • PhET simulations YouTube • S
videos videos videos
• PhET simulations • PhET
simulations
INFORMAL • Practical: Determine • Homework • Homework • Practical: The • Homework • Homework • Homework Hom
ASSESSMENT: the resultant of three • Informal test effect of different • Informal test • Informal test
REMEDIATION non-linear force surfaces on the
vectors maximum static
ASSESSMENT
• Homework frictional force
• Homework
SBA (FORMAL) None None None None Formal practical: None None Non
Newton's second law of
motion OR
verification of
gravitational
acceleration
2023/24 ANNUAL TEACHING PLANS: PHYSICAL SCIENCES: GRADE 11 (TERM 1)
TERM 1 WEEK 1 WEEK 2 WEEK 3 WEEK 4 WEEK 5 WEEK 6 WEEK 7
CAPS TOPICS MECHANICS: Vectors MECHANICS: Vectors MECHANICS: Vectors MECHANICS: MECHANICS: MECHANICS: MECHANICS: ELEC
(44 HRS) in two dimensions in two dimensions in two dimensions (2 Newton’s laws Newton’s laws Newton’s laws Newton’s MAG
(2 hrs) (4 hrs) hrs) (4 hrs) (4 hrs) (4 hrs) Universal Law Elec
MECHANICS: (4 hrs) (4 hr
Newton’s laws
(2 hrs)
TOPICS, CONCEPTS, • Define a resultant • Calculate the Vectors in two • Define the static • State Newton's • Apply Newton's • State Newton's • St
SKILLS AND VALUES • Determine the magnitude of the dimensions frictional force, fs second law of motion second law of motion third law of la
resultant of vectors resultant using the • Resolve a vector R In symbols: Fnet = ma to a variety of motion • So
theorem of • Solve problems using equilibrium and non-
(maximum four) on a into its horizontal (Rx) • Draw force diagrams • Identify Newton us
max
Cartesian plane, Pythagoras and vertical (Ry) fs = sN and free-body equilibrium problems III force pairs F
using the component • Determine the components using Rx diagrams for objects including: (action-reaction
• Define the kinetic
method direction of the = Rcosθ and frictional force, fk that are in equilibrium o Two-body pairs) and list ch
• Sketch the vertical resultant using simple Ry = Rsinθ where θ is or accelerating systems (joined the properties of di
vector (Ry) and the trigonometric ratios the angle between r • Solve problems using • Apply Newton's by a light the force pairs re
horizontal vector (Rx) • Determine the and the x axis second law of motion inextensible (action-reaction ch
fk = k N
on a Cartesian plane resultant (R) of two Newton’s laws to a variety of string): pairs) • So
vectors graphically • Draw force diagrams equilibrium and non- - Both on a flat • State Newton's us
• Define normal force,
using either the tail- N • Draw free-body equilibrium problems horizontal plane law of universal F=
to-head or tail-to-tail diagrams including: with or without gravitation
• Define frictional • Resolve a two-
method o A single object: friction • Solve problems ch
force, f dimensional force,
(parallelogram - Moving in a - One in a using dim
method) as well as by • Know that a frictional e.g. the weight of an for
horizontal plane horizontal plane m1m2
calculation force: object on an inclined F=G in
with or without with or without d2
(component method) o Is proportional to plane, into its parallel friction, and a for
the normal force (F//,,) and friction • Calculate
for a maximum of four second hanging ch
o Is independent of perpendicular (F⊥) - Moving on an acceleration due
vectors in both 1- vertically from a 've
the area of the components inclined plane to gravity on
dimension and 2- string over a an
surfaces that are with or without earth using
dimensions • Determine the frictionless
in contact with friction GM
• Explain the meaning resultant/ net force of pulley g = 2 , and on
each other two or more forces - Moving in the rE
of a closed vector - Both on an another planet
vertical plane
diagram • State Newton's first inclined plane GM
(lifts, rockets, using g = 2 P ,
law of motion with or without rP
etc.)
• Define inertia and friction where MP is the
state that the mass of - Both hanging mass of the
an object is a vertically from a planet and rP is
quantitative measure string over a the radius of the
of its inertia frictionless planet
• Discuss why it is pulley • Explain the
important to wear difference
, 2023/24 ANNUAL TEACHING PLANS: PHYSICAL SCIENCES: GRADE 11
TERM 1 WEEK 1 WEEK 2 WEEK 3 WEEK 4 WEEK 5 WEEK 6 WEEK 7
REQUISITE PRE- • Vectors and scalars • Vectors and scalars • Vectors and scalars • Equations of motion • Equations of motion • Equations of motion • Inertia •
KNOWLEDGE • Representation of • Force and unit of • Force and free-body • Force and free-body • Force and free-body • Forces
vectors force diagrams diagrams diagrams
• Frictional forces • Frictional forces • Gravitational •
acceleration
•
•
RESOURCES (OTHER • Apparatus for • Study guides • Study guides • Apparatus for • Study guides • Study guides • Study guides • S
THAN TEXTBOOK) TO experiment below • Previous question • Previous question experiment below • Previous question • Previous question • Previous • P
ENHANCE LEARNING • Study guides papers papers • Study guides papers papers question p
• Previous question • Mindset & YouTube • Mindset & YouTube • Previous question • Mindset & YouTube • Mindset & YouTube papers • M
papers videos videos papers videos videos • Mindset & Y
• Mindset & YouTube • Simulations • PhET simulations • Mindset & YouTube • PhET simulations • PhET simulations YouTube • S
videos videos videos
• PhET simulations • PhET
simulations
INFORMAL • Practical: Determine • Homework • Homework • Practical: The • Homework • Homework • Homework Hom
ASSESSMENT: the resultant of three • Informal test effect of different • Informal test • Informal test
REMEDIATION non-linear force surfaces on the
vectors maximum static
ASSESSMENT
• Homework frictional force
• Homework
SBA (FORMAL) None None None None Formal practical: None None Non
Newton's second law of
motion OR
verification of
gravitational
acceleration
