Answer:
84kliometers
Explanation:
divide one hundred and sixty eight kilo meters by two hours
The radius of the wire loop is

, so the area enclosed by the loop is

Initially, the magnetic field intensity is B=5.0 mT=0.005 T, so the magnetic flux throug the wire loop is
Answer:
the time it will take the element to decay to 1.9 g is 34.8 mins.
Explanation:
Given;
half life of Nitrogen, t = 10 min
initial mass of the element, N₀ = 20 g
final mass of the element, N = 1.9 g
The time taken for the element to decay to final mass is calculated as follows;
time (min) mass remaining
0 ----------------------------------20 g
10 mins ------------------------- 10 g
20 mins ------------------------- 5 g
30 mins -------------------------- 2.5 g
40 mins --------------------------- 1.25 g
Interpolate between 2.5 g and 1.25 to obtain the time for 1.9 g
30 min ------------------------- 2.5 g
x ----------------------------------- 1.9 g
40 min -------------------------- 1.25 g

Therefore, the time it will take the element to decay to 1.9 g is 34.8 mins.
Answer:

And solving for F we got:

And replacing we got:

And if we want the mass we can solve from this formula:

With g=9.8 m/s^2 the gravity
Explanation:
For this case we can find the total area of the 4 tires and we got:

Now we know that the total pressure is:

And then we can find the weight with from this formula:

And solving for F we got:

And replacing we got:

And if we want the mass we can solve from this formula:

With g=9.8 m/s^2 the gravity