Answer:
2
Step-by-step explanation:
We have the equation
The exponent rules to be used are
Comparing the exponents we get
So, the value of makes the equation true.
2 divided by 18 will equal 9
so just multiply that by the minutes (3)
9×3=27 minutes
Area of triangle
4 x 6 = 24
24/2 = 12 ft^2
area of rectangle
7.5 x 6 = 45 ft^2
Answer:
Specific camper-to-counselor ratios should be set (see ACA’s recommended camper supervision ratios) with your camp’s needs in mind. Ratios should be determined based on the age and ability of campers as well as your camp’s layout and topography. Consider when campers must be with counselors (e.g., at activity areas or when in the cabin) and when it might be okay for them to travel with just a buddy (e.g., when going to the bathroom if it is in eyesight of the counselor, or perhaps farther if the campers are older). Keep in mind that other staff members in a specific area can be held accountable for more than just the campers in their immediate vicinity. For example, some camps have a low-key period during the day where the entire camp is given freedom to travel between activities in a controlled, well-defined area. In this situation, staff members might be assigned to provide complete coverage throughout the area, around its perimeter, and, if necessary, at specific activities and off-limits areas. At all times, proper general supervision should be maintained and monitored by supervisors who roam the area and monitor supervision.HOPE THIS HELPS :)
Part A) Divide 3 over 18.99 and we get 3/18.99 = 0.15798 approximately. So for this choice, we have roughly a 15.798% discount
Part B) The discount here is 10%. So far, discount A is better
Part C) The discount here is 15%. Discount A is also better because 15.798% is larger than 15%
Part D) Convert 1/4 to decimal form to get 0.25 and then move the decimal point 2 spots to the right to get 25%. So 1/4 = 25%. The discount here is 25%. This discount (of 25%) is much better than discount A.
Store 5 has the best discount since 25% is the largest among all the percentages.
Answer: Choice D)
