Very Quick Question! Will fan and medal!
P is a point on the x-axis 13 units from the point (-3,5). Find all the possible coordinates for P. SO the answers are (9,0) and (-15,0) but I got (10,0) and (-16,0)...
@AloneS @satellite73 @mathmate @Photon336 @ganeshie8 @zepdrix
@Jadeishere @sammixboo
\[(-3-x)^2+5^2=13^2\]would be one approach
@Jadeishere yeah that's what I got but it's not the answer.. @satellite73 hmm okay
you are looking for the distance between \((-3,5)\) and \((x,0)\) to be 13 usually easier to use the square of the distance to avoid the pesky root
using the square of the distance formula, your job is to solve \[(x+3)^2+5^2=13^2\]
you will in fact get the answers you were given
@satellite73 gotcha but Im confused how I'm off my one point? the root? what if I just counted sideways by 13 going left and right
no counting here
of you count 13 to the left, you get \[(10,5)\] not \((10,0)\)
or right, or whatever
Ill definitely consider the formula but ... why not draw a graph and point and move x left and right 13
yeah and you will not get to the x axis going directly left or right
if you go directly to the left or right, the second coordinate will remain 5
maybe I misunderstood the problem
|dw:1472783248996:dw|
|dw:1472783158318:dw|
hmm @satellite73 @sshayer thanks for the visual!
that is 13 units to the right, but it is not on the x axis @sshayer has drawn a better picture, but you still cannot count the fact that the answer is an integer is just a coincidence (cooked)
correction it is (-3,5) not (3,5)
thanks everyone! @satellite73 @sshayer
yw
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