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Yuri [45]
3 years ago
12

During science class, while studying mixtures, you mix together iron filings and sand. Your teacher challenges you to separate t

he sand from the iron filings. How could you use the physical properties of matter to practically separate the two solids?
A) Add water to the mixture and dissolve the sand.
B) Pick out one of the two solids by using color to guide you.
C) Pour the mixture through a paper filter to separate the two.
D) Use a magnet to pull out the iron filings as they are attracted to a magnet.
Eliminate
Physics
2 answers:
Lapatulllka [165]3 years ago
8 0

Answer : Use a magnet to pull out the iron filings as they are attracted to a magnet

Explanation :  we use the magnet to separate the sand from the iron filing. Because the magnet has an attraction power.

We can say that we can use the magnet to attract the iron filings out of the mixture because iron is magnetic solid, but sand will not attract because sand is not magnetic solid.

So,  we use a magnet to pull out the iron filings as they are attracted to a magnet.

vesna_86 [32]3 years ago
6 0
To separate sand and iron fillings you use a magnet because sand isn't affected and iron has magnetic properties.
D
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Answer:

   F = 20.4 i ^

Explanation:

This exercise can be solved using the ratio of momentum and amount of movement.

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Since force and amount of movement are vector quantities, each axis must be worked separately.

X axis

Let's look for speed

      cos 45 = vₓ / v

      vₓ = v cos 45

      vₓ = 8 cos 45

      vₓ = 5,657 m / s

We write the moment

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After the shock                            p_{f} = -m vₓ

The variation of the moment      Δp = mvₓ - (-mvₓ) = 2 m vₓ

The impulse on the x axis           Fₓ t = Δp

       

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        Fx = 2 0.450 5.657 / 0.250

        Fx = 20.4 N

We perform the same calculation on the y axis

       sin  45 = vy / v

       vy = v sin 45

       vy = 8 sin 45

       vy = 5,657 m / s

We calculate the initial momentum   po = m v_{y}

Final moment                                      p_{f} = m v_{y}

Variations moment                             Δp = mv_{y} - mv_{y} = 0

Force in the Y-axis                             F_{y} = 0

Therefore the total force is

       F = fx i ^ + Fyj ^

       F = Fx i ^

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Explanation:

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I = 24 volts / 8Ω

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