Answer:
86%
Step-by-step explanation:
Answer:
86 %
Step-by-step explanation:
Answer:
The answer is 90 winners.
Step-by-step explanation:
Well, we are given three days. The first day has a rate of 13% winning. The second day has a rate of 13% as well. And the third day has a rate of 11%. You can find this simply by dividing the amount of winners by amount of participants. Now, we must find the mean, or average, of these statistics. We will get 12% as the average rate of winners. How did we get this? By simply adding all three (13+13+11) then dividing by three (37/3), which gives us 12% if we round to a whole number. Now, we can take this number and get 12% of 750. How do we do this? Well, 12% is equal to 0.12. So we will multiply 0.12 by 750. This will give us 90. And there you have your answer.
Alternatively, you could add up the total amount of contestants from the three days. You should end up with 1000. Then add up the total amount of winners from the three days. You should get 120. Divide both of these by 4. The winners will now be 40, and the total contestants will be 250. Now multiply both by 3. The amount of contestants will be 750, and the amount of winners will be 90. This way is a bit easier, but does not always work. Do what is best for you!
Hope this helped!
Thank you so much!
I literally have no idea how to do this.
Answer: so i need 10/15 cups of red paint
Step-by-step explanation: 2/5 x 8/5 = 16/25
2/5 -----> 1
10/25 -----> 8/5
1 ÷ 5/8 = 8/5
Josie must read 22 pages per day in order to finish her 1364 page book over a 62-day summer vacation.
This question is about dividing a total quantity into equal daily amounts. It requires the use of division in mathematics. To find out how much Josie needs to read each day, we need to divide the total number of pages (1364) by the total number of days (62).
The division equation is: 1364 ÷ 62 = 22.
So, Josie needs to read 22 pages each day in order to complete her book in the given time period.
#SPJ2
A.
a circle with a radius of 3 m
B.
a circle with a diameter of 6 m
C.
a circle with a radius of 9 m
D.
a circle with a diameter of 9 m