I hope you can read this lol. the answer is 101
Answer:
118.73 meters (rounded to 2 decimal places)
Step-by-step explanation:
The question is to find the length (in meters) the player runs.
This is basically the length (in m) of the diagonal of the rectangle.
If we let the length of diagonal be "d", we can use the formula shown below to calculate d:
Where
d is the diagonal (what we want to find)
l is the length (given as 100)
w is the width (given as 64)
We substitute and solve for d:
So, the player ran around 118.73 meters
-9 x n = -117
the n represents "the number"
It's not entirely clear what the full problem is as it is cut off; however, it looks like you're using the speed of light (c) which is 3.00*10^8 meters per second. So you would use that instead of 3.00*10^(-9).
Doing so yields the following
c/lambda = (3.00*10^8)/(1.26*10^(-7)) = (3.00/1.26)*10^(8-(-7)) = 2.38*10^15
which fits with the result you have on the right side