The value of x is 12. This can be found using the Pythagorean theorem with c equal to 13 and b equal to 5, where a equals x.
To understand the stacking of cups, start with the height of one cup plus its lip's height. Following that, continue to add the height of each lip until the desired total height is reached. Thus, the total number of cups needed is 19.
Question completion:
Jeremiah is looking to construct a garden walkway that spans 5 meters, using square stones measuring 5/6 meters per side without any gaps. What is the total number of stones required to finish the walkway?
Response:
12
Detailed explanation:
Assuming:
Dimension of each stone = 5/6 meters
Length of the walkway = 5 m
As both sides of the walkway are equal, the Combined length = 5m + 5m = 10 meters
Required number of square stones:
Total length of walkway divided by the side length of stones
= 10 meters ÷ (5/6) meters
= 10 * 6/5
= 60 / 5
= 12 stones
The asymptote of g(x) represents the asymptote of f(x) shifted six units upwards.
