The testimony regarding the man’s conduct during the three prior arrests is:
- The reason for this is that the prior events serve as impermissible character evidence.
<h3>What is irrelevant evidence?</h3>
Irrelevant evidence is the type of evidence that does not apply to the issue at hand and can cause a distortion of the facts.
In the case of the police officer in question, the evidence that he wants to present will cause confusion about the issues and possibly mislead the jury.
Learn more about irrelevant evidence here:
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Complete question:
A man has sued a police officer, alleging that the officer violated the man's civil rights by using excessive force while arresting him. At trial, the officer admits to having hit the man in the head with the butt of his gun but contends that the force was necessary because the man was resisting arrest. In support of his contention, the officer seeks to introduce evidence that the man had resisted arrest on three prior occasions during the last 10 years.
Is this testimony regarding the man’s conduct during the three prior arrests admissible?
I think the answer is C.40
or 5 lengths of 234 feet to be cut from a board, the board must have a length of at least 1170 feet.
Let x represent the total length of the board so as to allow for the cutting of 5 lengths.
Since each length needed to be cut is 234 feet, hence:
x = number of lengths × feet per board
x = 5 lengths × 234 feet
x = 1170 feet
Hence for 5 lengths of 234 feet to be cut from a board, the board must have a length of at least 1170 feet.
Find out more at: brainly.com/question/18832017
At first situation, ratio = x/y = 1/5
5x = y -------Equation (i)
Now, after adding 5 more red, it is = x + 5 / y+5 = 1/3
y+5 = 3(x + 5)
y + 5 = 3x + 15
y - 3x = 15 - 5
Substitute the value of y from equation (1),
5x - 3x = 15 - 5
2x = 10
x = 10/2
x = 5
Originally, There were 5 red marbles in the bag
Hope this helps!
According to Hooke's law, a 30-N force stretches a spring by 0.73 m if the spring constant k is such that
30 N = k (0.73 m)
k = (30 N) / (0.73 m)
k ≈ 4.1 N/m