Answer: 6a
Step-by-step explanation:
A + 5A just equals 6A. Let me know if I answered incorrectly or if you want me to clarify.
Answer: Distance = 200 parsec
The Limit = 80 parsec to 320 parsec
Step-by-step explanation: Please find the attached file for the solution
When the object reaches the ground, the height is zero, so:
0 = 144 - 16t^2
then you just solve for t, so subtract the 144 over
-144 = -16t^2
then divide by the -16
9 = t^2
then take the square root of both sides
3 = t
therefore, it will take three seconds for the object to reach the ground.
Answer:
38 in
Step-by-step explanation:
its hard to explain but ik im right ;-;
For this problem you need to first find a unit rate (rate = 1/time), how fast per minute can 1 person paint a wall?
Once you have this rate you can find how many minutes it takes to do any number of walls with any number of people.
Lets call this unit rate 'r'. Number of people = n, Number of walls = w.
By multiplying the unit rate by 'n', you get the speed n people can paint a wall. Example, if it takes 4 min to paint 1 wall the unit rate = 1/4. The speed for 8 people is 8*(1/4) = 2 walls per minute. Time = 1/rate. So 2 walls per minute = 1/2 min per wall. Now multiply time by w. If there are 10 walls, (1/2)*10 = 5 , It takes 8 people 5 min to paint 10 walls.
The general formula is:

Now apply to given problem:
Time = 23 min, n = 6, w = 6
Solve for unit rate 'r'

Find time, given
n = 9, w = 7

Answer:
it takes 17.89 min or 17 min 53 sec