Mathematics, 18.09.2021 08:40 tasiaandrews123
Suppose that a point moves along some unknown curve y = f(x) in such a way that at each point (x, y) on the curve the tangent line has a slope 
. Find an equation for the curve, given that it passes through (1,1).
Answers: 1
is just the the derivative of 
since it it is the slope of the line tangent to the curve at 
. To find how 
. Note that the point 
has to be on our graph so 
or 
.
or 
. Since 
, we can write it as Another question on Mathematics
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Suppose that a point moves along some unknown curve y = f(x) in such a way that at each point (x, y)...
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