helppp.... Counterclockwise rotation of 90° about the origin Clockwise rotation of 180° about the origin Counterclockwise rotation of 270° about the origin Clockwise rotation of 270° about the origin
i got 90 degree clockwise but that's not an option :/
Your correct. This is geometry, I can tell.
lol yea but that's not an option :(
Well give me a sec...
okayyy :)
The third one can be a option then.
okay thanks :)
Anytime! =)
A clockwise rotation of x degrees will give the same results as a counterclockwise rotation of 360-x degrees, because rotations repeat after every 360 degrees. @Agl202 In case you're not aware of it, we're not supposed to give direct answers. The reason is that the OP will not have learned anything for the next problem, and hence wasted an opportunity to learn. More guidelines are in CoC: http://openstudy.com/code-of-conduct
So Sorry! @mathmate:(
A clockwise rotation of x degrees will give the same results as a counterclockwise rotation of 360-x degrees, because rotations repeat after every 360 degrees. ^^^ i dont understand this part @mathmate
im confused :( @.@
How many degrees would the figure need to rotate in the counterclockwise direction to end up in the same position as rotating 90 degrees in the clockwise direction?
What @mathmate said makes me confused!
idk .. :( @ospreytriple and same here @Agl202
You have the diagram with you. From the beginning position, rotate counter-clockwise until you end up in the final position. How many degrees? did you have to rotate? 90? 180? 270?
|dw:1424114480020:dw| You have the same results rotating an object 90 clockwise or 270 counter-clockwise. See diagram.
so its 270 right
Right.
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