Answer with explanation:
⇒The Meaning of Additive Identity is that element in a set when added to any member or elements of set yields that element.
Consider a system of forces under a set F , which is a vector space under a field .
The set F having three forces a, b, c will be a vector space if,
1.→ a +(b+c)=(a+b)+c
2.→ a+b=b+a
3.→There must exist a force equal to 0, such that when any of the forces added to 0 the resultant is force itself.
That is , a+0=a=0+a
→→So,If you consider any vector space over a field ,there exist an element in that set equal to 0, when added to any member of the elements of the set the result being that element.So, element 0 is the Additive Identity of any vector space.
M5 would be 58° because if it didn't show 58° it would say 6
Answer: 36%; yes, the % change is equal to the percent discount
Step-by-step explanation:
Initial price = $69.99
Final price = $44.99
change in price = |(final - initial)|
change in price = |(44.99 - 69.99)|
change in price = $25
25/69.99 = x/100
100(25/69.99) = x
100(0.357) = x
35.7% = x
x = 36%
Answer: here it is
Step-by-step explanation:
No solutions found There’s no answer
Answer:
The correct option is (d).
Step-by-step explanation:
A pie chart is a spherical graph that displays the pattern in which two or more data sets relate to one another.
The arc length of each segment is proportional to the magnitude of data (in percentage) it denotes, typically resulting in a figure alike to a slice of pie.
A pie chart is a used to display data that has stark dissimilarities within it.
A single pie chart can have any number of sections representing the various factors.
In a pie chart, on adding the percentages of all the factors the total value should come up as 100%.
Consider the data mentioned in option (d).
"the percentage of people who have a full-time job and the percentage of people who have a part-time job"
This data cannot be represented on a pie chart.
This is because there is one category or factor missing in this case, i.e. percentage of people who have no job.
Thus, the correct option is (d).