1. Cyberbullying hurts others and can drive people to commit suicide.
2. Cyberbullying makes it harder on other people because of new laws that further restrict technology, all because bullies decided to mess things up for everyone. If you don't want to lose internet and phone service for yourself and others, don't cyberbully. Even Answers is an example. A lot of students use Answers on shared computers, and if you cyberbully and get the IP blocked from participating on Answers, others at your school or library won't be able to participate.
3. People who cyberbully can face consequences ranging from retaliation to arrests. If the cyberbullying started in the real world, the victim might get fed up and have enough. Even innocent bystanders can be impacted when a student who has to put up with bullying and cyberbulling resorts to extreme violence (guns and explosives).
4. Cyberbullying adversely impacts society as a whole. Grades drop, depression and suicides spike, and various mental conditions and stress disorders spike too.
Did you mean exclusive cyberbullying? If you did, then it is when a certain group or race is being targeted by cyberbullying.
Did you mean exclusive cyberbullying? If you did, then it is when a certain group or race is being targeted by cyberbullying.
Cyberbullying mostly effects the victim.
Yes, a plane can be uniquely defined by three points as long as the three points are not colinear. (Three points are colinear if there is a straight line that passes through all three points.)
there are cyberbullying stories you just have to look for them
No, cyberbullying shouldn't be allowed anywhere.
thre lines that intersect in three points
It's considered cyberbullying if you do it AT ALL.
A set of three points not on the same line are points that define a unique plane.more than three points not on a plane are in a space (volume).
Yes, it is considered Cyberbullying.
Cyberbullying does stopped by lots website, who helping teens report it.
It is the circumcentre of the triangle formed by the three points. Draw the perpendicular bisectors of two of the lines joining the three points. They will meet at the point that is equidistant from the three points.