two hikers start a trip from a camp walking 1.5 km due east. they then turn due north and walk 1.7 km to a waterfall. to the nearest tenth of a km, how far is the waterfall from the camp?
First of all, for problems like these you always want to draw a picture. In this case, you would draw a straight line going right and label it 1.5 km, and from the end of that line you would draw a straight line going up and label it 1.7 km.
Now, because you went (theoretically) straight up from when you walked east, you turned at a 90 degree, or, a right angle. Thus, you have the makings of a right triangle.
So, to find your answer, you can just apply the standard law of right triangles: \[a ^{2}+b ^{2}=c ^{?}\]
then find the hypotenuse
Or, 1.5^2 + 1.7^2 = 5.14^2
Which is the hypotenuse.
k i got it thanks
Np. Don't forget to take the square root.
i wont
And don't forget to give me a medal!
Lol
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