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evablogger [386]
3 years ago
5

A seismograph has a heavy weight that is hung from a spring. What would happen if the weight were attached to a rod instead of a

spring?
The weight would not oscillate.
The weight would oscillate.
The pen would not make contact with the paper.
The seismograph would not be accurate.
The seismograph would not function.

You can choose more than one. I think it's the first one and the last one but I'm not sure.
I'm also not sure what subject this would be under so please excuse me if I choose the wrong one.
Computers and Technology
1 answer:
Goshia [24]3 years ago
6 0
<h2><u>Answer:</u></h2>

A seismograph has an overwhelming weight that is swung from a spring. As the spring is high touchy to the developments of the Earth at that point is the correct decision offer a seismograph.

On the off chance that this is changed by a pole, at that point it won't see the developments of the earth making the seismograph not precise and it would not work.

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Just had this question, the correct answer is

It was the first form of media that did not require people to physically transport the information.

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Write a method that takes a RegularPolygon as a parameter, sets its number of sides to a random integer between 10 and 20 inclus
Sergio [31]

Answer:

import java.lang.Object

import java.lang.Math

public class RegularPolygon  extends java.lang.Object{

  public void randomize(RegularPolygon c){

       int min = 10, max1 = 20;

       double  min1 = 5, max1 = 12;

       double range = (max - min) + 1;

       double range1 = (max1 -min1) + 1

       int side = (Math.random() * range) + min;

       double len = (Math.random() * range1) + min1;

       c.setNumSides(side);

       c.setSideLength( len);

 }

 public static void main(String[] args) {

    RegularPolygon r = new RegularPloygon();

    randomize(r);

 }

}

Explanation:

The randomize method accepts a regular polygon class as its only parameter and assigns a random number of sides and the length of these sides with the 'Math.random' function.

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Hexadecimal numbers represent binary numbers in the following way:

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As you can see, no other 4 bit combination exists.



5 0
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