<li>[SF6 1.P.035.]
A point is located in a polar coordinate system by the coordinates r = 2.0 m and = 35°. Find the x and y coordinates of this point, assuming the two coordinate systems have the same origin.</li>
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<p>For my X coordinate I got 2, which it is telling me is wrong
For my y cooridinate I got 1.12, which it is telling me is correct</p>
<p>I did:</p>
<p>x= r cos of theta = 2cos(35)= -1.80738
y= r sin of theta = 2 sin(35)= -.856368</p>
<p>r = square root of (X^2 + y^2)
r= square root of apprx. 4
so r = 2, so why is my x coordinate wrong? r IS the x coordinate. what did I do wrong.</p>
<p>Cos and sin are positive in the first quadrant. Try doing the math in degree mode. Secondly, the x coordinate can't be 2 because r is 2 and theta isn't 0</p>
<p>you want your answer to be in seconds, so that means you have to reciprocate the speed of light and multiply it by the distance. However, you have to convert to the correct units. So here's how you set it up</p>
<p>That problem cannot be done without using a value for the diameter/circumference. I think they want you to estimate a value for the circumference.</p>
<p>Well, I won't give you a formula, but I'll give you enough info to figure it out.</p>
<p>First, 55,000 miles - thats the distance a point on the outside of the tire will move over its life. So, imagine you put a peice of gum on a tire...how far would it have travelled in one revolution? Simple - the circumfrence!.</p>
<p>So, if that wad of gum has to travel 55,000 miles, how many circumfrences - or revolutions - do you have to cover?</p>