Answer:
The answer for this question is 5 divided 6 is greater.
Step-by-step explanation:
because 5 divided 6 is equal to 0.83
and 6 divided by 1 equals to 6
SO the answer is going to be 0.83 which is 5 divided by 6.
GOOD LUCK HOPE YOU GET IT RIGHT
From the graph: there are 200 students overall. For the next 100, we can divide each number by 2 to find an estimate for how many with participate in MATH tutoring. 40 divided by 2 =20 students participating in MATH tutoring.
Part B- There are currently 55 students out of 200 in SCIENCE tutoring. We add 55 more for 400 = 110, add 55 more for 600=165, and then add half of 55 (27.5 or 28 because you CANNOT have half a student) for 700 students total. 55+55+55+28=193 students.
28. The ratio of games they won to total games played = 12: 14 = 6: 7.
29. Max's pay rate is 9.50 dollars per hour.
30. The value of n is 9.
Step-by-step explanation:
Step 1; Heather's team won 12 games out of 14. To find the ratio of games won to the total number of games we divide the number of games won to the number of games played.
The ratio of games won to games played = 12: 14, dividing both sides by 2 we simplify the ratio. So the simplified ratio is 6: 7.
Step 2; Max earns $380 for working 40 hours. So to find how much he earns an hour we divide the total money earned in n hours divided by n number of hours.
Money earned per hour = 
= $9.50. So Max's pay rate per hour is $9.50.
Step 3; The given proportion is
= 
, to solve this we keep n on the left-hand side while we multiply the 12 on to the other side
n = × 12 = 
× 12 = 
= 9.
Answer:And Explanation
Initially the number of rabbits in the preserve are: 6
After one year the population of rabbits are doubled this means that the population of rabbits at the end of one year is: 2×6=12
Again after one year the population of rabbits are doubled this mean that at the end of second year the population of rabbits are: 12×2=24
and at the end of third year the population of rabbits is: 24×2=48
Hence, the points are plotted as follows:
(0,6)
(1,12)
(2,24)
and (3,48)
We know that the y-intercept is the point where x-value is zero.
Hence, here we have y-intercept at (0,6
