Answer: 93.75%
Step-by-step explanation:
he got 30/32 freekicks which is 15/16 which equals 93.75 percent
W=Fd Work=Force times distance, but the object only moves in the horizontal direction so only the component force acting horizontally does work in this example
W=(Fcosα°)*d N*m
W=(4cos41°)*5 N*m
W=20cos41° N*m
W=15.1 J (to nearest tenth of a joule)
75% means 75 per cent, or per hundred.
"Per cent" means "per hundred" or "0.01".
This means that 75% is 0.75 in decimal form.
75% as a fraction means 75 per hundred.
Keep in mind that "per" means to divide.
So, let's translate this into parenthesis.
75 (75) per (/) hundred (100).
Rewrite with only the parenthesis.
75 / 100.
This is 75% in fraction form, but isn't simplified. We can divide both numbers by 25.
75 / 25 = 3
100 / 25 = 4
Your simplified fraction is 3/4.
I hope this helps!
The given scales which measure the attitude of a person is an ordinal scale such as a Likert scale
<h3>What is an ordinal scale?</h3>
An ordinal scale provides a report of the rating, order or rank of a data without stating the extent of variation between the categories.
There are many types of rating scales used to directly measure the attitude of a person towards a subject matter.
The Likert scale which is the most widely used rating scale, when applied, consists of a five or seven point scale, that empowers the subject of the survey to express how much they agree (or disagree) with a specified statement.
Generally, five options, graded from, mild to extreme are provided so that the survey subject can indicate (express), their strength of how much they agree with or feel about the statement or question
The assumptions of the Likert scale includes;
- The ability to measure attitudes.
- The intensity or strength of an attitude is linear, such that the attitude varies linearly from strongly agree to strongly disagree
Based on the perception of the subject, Likert scale can be used to also measure the variations of the following subject matters;
- Likelihood of an event or occurrence
- The importance of a product or service
- The quality perception of an object
- The frequency of an event
Learn more about Likert–type scales here:
brainly.com/question/13371427
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