145,600 it equals 145,600 so you put down the zeros
F=ma
Since m=86kg
a of free falling = 9.8m/s
=> F = 86*9.8m/s= 842.8N
Answer:

Explanation:
To find how far will the smooth side will the marble go in the upper direction, measured vertically from the bottom (leave your answer in terms of h)?
From the given information:
The potential energy for the marble starting at rest is:
PE = m*g*h
In the bottom of the bowl; the marble exhibit a linear and rotational K.E






By applying Conservation of energy, The Total Energy occurring in the marble when it started at rest is the same as the total energy when it gets to the midpoint in the bowl.
i.e.


10 × mgh= 7mv²
making v² the subject of the formula, we get:

Let us remember that the rotational K.E occurring at the midpoint of the bowl is still unchanged at the time the marble is moving to the left side.
Thus, by applying the Conservation of energy balance:
The linear K.E at the midpoint = The P.E of the marble
∴

Making h' the subject, we get:
mv² = 2mgh'
Divide both sides by m
v² = 2gh'
Recall that 

10 gh = 14 gh'
Divide both sides by 2g
5h = 7h'

Answer: a = 200 Ω, b = 7.5 mA
Explanation:
Re = 100 + 100 = 200 Ω
I = E/R = 1.5/200 = 0.0075 A
The Sun's actual diameter is about 1.4 million km. Mercury's distance from the Sun is about 58 million km. Does the first frame of the video show the Sun cor-erectly scaled relative to Mercury's orbit?ANSWER:No, the Sun should be even smaller than it is shown.Yes, it is shown to scale.No, the Sun should be about twice as large as it is shown. Correct If you divide Mercury's distance by the Sun's diameter, the answer is about 40.Therefore, a correct scale would show the Sun's diameter as 1/40 of the distance to Mercury. If you measure on the screen, the white dot representing the Sun has a diameter that is more than 1/40 of the distance from the Sun to Mercury. This means that the Sun should be smaller than shown. Now, to answer Part A, recall <span>that the actual diameter of the Moon's orbit is about half the diameter of the Sun</span>