Thursday 4th September
TODAY WE ARE LEARNING ABOUT |
What are the different forces and how are they classified? |
TODAY'S KEY WORDS ARE  | F_rc_
C_nt_ct f_rc_
N_n-c_nt_ct f_rc_
Fr_ct__n
__r r_s_st_nc_
T_ns__n
N_rm_l c_nt_ct f_rc_
Gr_v_t_t__n_l f_rc_
_l_ctr_st_t_c f_rc_
M_gn_t_c f_rc_
_nt_r_ct__n p__r
V_ct_r
M_gn_t_d_
D_r_ct__n
Sc_l_r
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Memory Anchor:
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YOU WILL SHOW YOUR LEARNING BY... | Super Challenge:
Stretch:
Challenge:
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Key Questions: |
- What is a force?
- A Force is a push or pull that acts on an object due to the interaction with another object.
- What is the difference between contact and non-contact forces?
- All Forces between objects are either:
- contact Forces - the objects are physically touching
- non-contact Forces - the objects are physically separated.
- What examples are there of contact forces?
- Examples of contact Forces include friction, air resistance, tension and normal contact Force.
- What examples are there of non-contact forces?
- Examples of non-contact Forces are gravitational Force, electrostatic Force and magnetic Force.
- What is the interaction pair between a book being pushed across a table, where a force is produced on each object?
- There is an interaction pair of friction Forces between a book being pushed and a table. The book experiences a backwards Force - this will tend to slow it down. The table experiences a forwards Force - this will tend to move it forwards with the book.
- What is meant by the term ‘vector quantity’ in terms of forces?
- A Force is a vector quantity. A vector quantity is a value that has both magnitude (size) and direction.
- What do all vector quantities have?
- Vector quantities have magnitude and an associated direction.
- How is an arrow used to represent a vector quantity?
- A vector quantity may be represented by an arrow. The length of the arrow represents the magnitude, and the direction of the arrow the direction of the vector quantity.
- How are scalar quantities different from vector quantities?
- Scalar quantities different from vector quantities as scalar quantities have magnitude only.
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