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Andreyy89
4 years ago
10

The findings of Henri Becquerel and the Curies helped to discredit what notion held for a very long time? That matter can never

be created or destroyed. Matter is made up of any smaller parts. Matter is radioactive and decays over time. That matter is indivisible and indestructible.
Physics
2 answers:
fiasKO [112]4 years ago
8 0
That matter s indivisible and indestructible.  This is because they discovered that certain elements, thought to be indivisible, can breakdown by radioactive decay and emit smaller, high energy particles and/or photons.
hjlf4 years ago
3 0

Answer:

That matter is indivisible and indestructible.

Explanation:

Matter is composed of many smaller parts known as atoms. It was earlier thought that atom is the smallest indivisible particle. Henri Becquerel and Curies  discovered radioactivity. Radioactivity is the phenomenon where an unstable atom disintegrates into a stable nuclei and releases energy along with, gamma, beta or alpha particle. With discovery of radioactivity, the notion that matter is indivisible and indestructible, was destroyed.

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6 0
3 years ago
A 120 N force, directed at an angle θ above a horizontal floor, is applied to a 28.0 kg chair sitting on the floor. If θ = 0°, w
ivanzaharov [21]

Answer:

See explanation

Explanation:

Given:-

- The applied force Fa = 120 N

- The angle made with Fa and horizontal =  θ

- The mass of chair m = 28.0 kg

Find:-

a) θ = 0 ,  the horizontal component Fh of the applied force and (b) the magnitude FN of the normal force of the floor on the chair?

If θ = 34.0°, what are (c)Fh and (d)FN?

If θ = 65.0°, what are (e)Fh and (f)FN?

Now assume that the coefficient of static friction between chair and floor is 0.410. What is the maximum force of static friction on the chair if θ is (g) 0°, (h)34.0°, and (i)65.0°?

Solution:-

- We will consider the applied force (Fa) and develop a general expression for Fh as function of θ. Using Trigonometry we have:

                                     Fh = Fa*cos ( θ )

- The normal contact force (N) can be expressed similarly by applying equilibrium conditions on the chair in vertical direction.

                                    N - mg - Fa*sin(θ) = 0

                                    N = m*g + Fa*sin(θ)  

For, θ = 0:

                                    Fh = Fa*cos(0) = Fa

                                    Fh = 120 N

                                    N = (28*9.81) + 120*0

                                    N = 274.68 N

For, θ = 34.0:

                                    Fh = Fa*cos(34) = (120)*(0.82903)

                                    Fh = 99.5 N

                                    N = (28*9.81) + 120*sin(34)

                                    N = 341.8 N

For, θ = 65.0:

                                    Fh = Fa*cos(65) = (120)*(0.42261)

                                    Fh = 50.7 N

                                    N = (28*9.81) + 120*sin(65)

                                    N = 383.4 N

- The maximum frictional force (Ff) is given by the following expression:

                                   Ff = N*us

Where,                        us = coefficient of static friction = 0.41

For, θ = 0:

                                   Ff = (274.68)*(0.41)

                                   Ff = 112.62 N

For, θ = 34:

                                   Ff = (341.8)*(0.41)

                                   Ff = 140.13 N

For, θ = 65:

                                   Ff = (383.4)*(0.41)

                                   Ff = 157.2 N

5 0
3 years ago
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