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You want to apply 18 N ⋅ m of torque to tighten a nut, using a wrench with a length of either 0.400 m, 0.600 m, or 0.900 m. For each wrench, determine the perpendicular force that you would have to apply to the end of the wrench in order to produce the desired torque.

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Answer:

45 N, 30N ,20N

Explanation

torque = perpendicular force× distance

perpendicular force = torque/ distance

1) perpendicular force = 18/0.400 = 45 N

2)  perpendicular force = 18/0.600 = 30N

3) perpendicular force = 18/0.900 = 20N

okpalawalter8

We have that for the Question " the perpendicular force that you would have to apply to the end of the wrench in order to produce the desired torque" it can be said that

  • F=45N
  • F=30N
  • F=20N

From the question we are told

You want to apply 18 N ⋅ m of torque to tighten a nut, using a wrench with a length of either 0.400 m, 0.600 m, or 0.900 m. For each wrench, determine the perpendicular force that you would have to apply to the end of the wrench in order to produce the desired torque.

Generally the equation for the Force is mathematically given as

t=F*d

a)

[tex]t=F*d\\\\F=\frac{t}{d}\\\\F=\frac{18}{0.4}\\\\[/tex]

F=45N

b)

[tex]t=F*d\\\\F=\frac{t}{d}\\\\\F=\frac{18}{0.6}\\\\[/tex]

F=30N

c)

[tex]t=F*d\\\\F=\frac{t}{d}\\\\F=\frac{18}{0.6}\\\\[/tex]

F=20N

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