Problem no 1: Find sum, difference and scalar and vetor product of vectors u = [-4,6], w = [0,4]. Draw and calculate.
Problem no 1: Find sum, difference and scalar and vetor product of vectors u = [-4,6], w = [0,4]. Draw and calculate.
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Problem no 1: Find sum, difference and scalar and vetor product of vectors u=[−4,6],w=[0,4]. Draw and calculate.
![Problem no 1:
Find sum, difference and scalar and vetor product of
vectors u = [-4,6], w = [0,4]. Draw and calculate.
Problem no 2:
Find absolute uncertainty of measurement of period
of osciallation of pendulum, if length of string is equal
1 = 50 cm +-0,5 cm.
Value of gravity acceleration take as constant with 0
uncertainty.
Problem no 3:
Compute distance and mean velocity for the journey
displayed on chart below
v (t)
10
20
120 130
t
Problem no 4:
On the screen is displayed case of inellastic
collision with related equation.
Which rules are obeyed in this case; indicate
relevant expressions/equations](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F0202ee6e-7e46-4098-a1a4-7b2671bd1d13%2F8aabfbbc-5fd6-4a56-9e08-803cf820a1d0%2Fdm7hrjn_processed.jpeg&w=3840&q=75)
Transcribed Image Text:Problem no 1:
Find sum, difference and scalar and vetor product of
vectors u = [-4,6], w = [0,4]. Draw and calculate.
Problem no 2:
Find absolute uncertainty of measurement of period
of osciallation of pendulum, if length of string is equal
1 = 50 cm +-0,5 cm.
Value of gravity acceleration take as constant with 0
uncertainty.
Problem no 3:
Compute distance and mean velocity for the journey
displayed on chart below
v (t)
10
20
120 130
t
Problem no 4:
On the screen is displayed case of inellastic
collision with related equation.
Which rules are obeyed in this case; indicate
relevant expressions/equations
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