If 100=square root C/3963^2
Then C=1.352 * 10^9lb * mile^2=
1.352^9 X 2,787,840=3,769,159.6?
Where did the square root come from? Your calculation on the second line also doesn't agree with your equation. Then your third line does not agree with your second.
I am still on this weight and elevation question.
w=Cr^2 for r= r= quare root c/w
Suppose that an object is 100 pounds at sea level. find the vlaue of C tat makes sense. Sea level is 3963 miles from the center of the earth.
Wouldn't this be 100=C/(3963)^2
C=(3963)^2x100?
Let's solve the given equation step by step:
The equation you provided is:
100 = √(C / (3963^2))
To solve for C, we need to isolate it on one side of the equation. Begin by squaring both sides of the equation:
(100)^2 = (√(C / (3963^2)))^2
10,000 = (C / (3963^2))
Now, multiply both sides of the equation by (3963^2) to isolate C:
10,000 * (3963^2) = C
Now we can calculate the value of C:
C = 10,000 * (3963^2)
To evaluate this expression, you need to calculate the value of (3963^2) and then multiply it by 10,000.
(3963^2) = 15,706,569
Now multiply 10,000 by 15,706,569:
C = 10,000 * 15,706,569
C = 157,065,690,000
Therefore, C is equal to 157,065,690,000.
It seems there is an error in the calculation you provided. The value of C would be 157,065,690,000, not 3,769,159.6.