Answer:
y=5x/6-10/6
y=5x/6-5/3 ( simplified)
Step-by-step explanation:
5x-6y=10
slope intercept form :
-6y=-5x+10
y=-5x/-6 +10/-6
y=5x/6-10/6
y=5x/6-5/3
A ; the total number of people at the club meeting
B; 2c-10
what is the answer
A; a is high
B; b is high
C ; Aand B are equal
D : no answer
The total number of people at the club meeting is 2c -10 (option B). Further, the correct answer for comparison is that 'A and B are equal' (option C).
In this question, we are told that the number of club members is c and there are 10 more club members than nonmembers. This means that there are c - 10 non-members. Therefore, the total number of people at the club meeting is the sum of the number of members and non-members which is c + (c - 10) = 2c -10. Therefore, the correct answer to the question, 'what is the total number of people at the club meeting?' is: B; 2c-10.
When it comes to choosing between options A, B, C, and D to determine if A (the answer to part A) is higher, B (the answer to part B) is higher, both are equal or there is no answer, we see that since A is actually equal to B, the correct answer is: C, A and B are equal.
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Answer:
Vacation pays are not included in salaries. Therefore, Jerry's calculation is wrong.
Step-by-step explanation:
Given is :
Jerry makes $40,000 a year working at a nearby factory.
He gets two weeks paid vacation per year, plus five other paid holidays.
So total paid holidays become = days
Subtracting 19 from 365 days and assuming that Jerry works for 365 days a year.
We get = days
So, his per day salary will be =
Vacation pays are not included in salaries. Therefore, Jerry's calculation is wrong.
5 towns and include every registered voter from those
districts in their sample . What sampling method is
this?
A. clustered sampling
B. convenience sampling
C. simple random sampling
D. systematic sampling
Answer:
c
Step-by-step explanation:
they are simple way to vote
To maximize the donation to charity, a total of 117 tickets need to be sold. The price per ticket that maximizes the donation is $29.0625. The maximum donation is $3,400.3125.
To maximize the donation to charity, we need to determine the number of tickets that need to be sold and the price per ticket that will result in the maximum donation.
a) To find the number of tickets, we can start with the minimum attendance requirement of 104 people. For every 8 extra people that attend, the price decreases by $1.25. So the number of extra people is calculated by dividing the total increase in price ($31.25 - $30) by the decrease per person ($1.25), which is 8. Therefore, the number of extra people is 13. To find the total number of tickets, we add the minimum attendance of 104 people and the number of extra people of 13. So the total number of tickets that need to be sold to maximize the donation to charity is 117.
b) To find the price per ticket, we start with the price of $31.25 and take into account the decrease of $1.25 for every 8 extra people. We can calculate the price decrease per person by dividing $1.25 by 8, which is $0.15625. To find the price per ticket, we subtract the decrease per person from the initial price, multiplied by the number of extra people. So the price per ticket that maximizes the donation is $31.25 - ($0.15625 × 13) = $29.0625.
c) To find the maximum donation, we multiply the price per ticket by the total number of tickets sold. So the maximum donation is $29.0625 × 117 = $3,400.3125.
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B.sin (a/c)
C. tan^-1 (c/a)
D. cos^-1 (c/a)