The range, the mean, and standard deviation are mathematically given as
Participants ranged in age from 4 to 26.24 ( M = 26.24 , SD = 8.04 ). Option D.
<h3>What are the
range, the
mean, and
standard deviation?</h3>
Given the data presented below the given
A look at the result shows that the lowest and highest values are between 1s and 58, with a mean and standard deviation of 26.10 and 8.90, respectively.
Participants' ages varied from 18 to 58 (m-26.14, std dev = 8.01), hence option (d) is accurate.
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Answer:
x=20; vertical angles theorem
Step-by-step explanation:
hi! we can use the vertical angles theorem for this. vertical angles are congruent to each other, meaning they are the same amount of degrees. so, we can set 2x+10 and 50 equal to each other.
2x+10=50
2x=40
x=20
x=20 because of the vertical angles theorem.
Answer: 17/34 so its 17
------
34
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A = 256 ;
ar = 192 ;
r = 192 / 256 = 0.75 ;
ar^2 = 144;
r^2 = 144 / 256 = 0.5625 ;
r =
;
where r<span> ≠ 0 is the common ratio and </span>a<span> is a scale factor ;</span>
The circumstances where an individual will feel disadvantaged if they misplace or lost a parking ticket is that:
- The parking attendant will find it difficult and tasking to locate your car in an absence of a parking ticket.
- You'll also be charged an extra expensive fee for a lost ticket.
<h3>What is a parking ticket?</h3>
A parking ticket is a piece of paper informing someone that they have parked a car unlawfully or for an excessively lengthy period of time and must pay a fine.
It is also know to be a notice informing a driver of a fee levied for improperly parking, usually written by a traffic officer and placed to a vehicle windscreen.
However, an individual will feel disadvantaged if they misplace or lost the ticket because:
- The parking attendant will find it difficult and tasking to locate your car in an absence of a parking ticket.
- You'll also be charged an extra expensive fee for a lost ticket.
Learn more about a parking ticket here:
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