explain why the graphs of y=csc x and y=-ksinx will never intersect for any positive value of k
@mml I think I can explain it, just give me a minute please.
y = csc(x) and y = -ksin(x) will intersect when csc(x) = -ksin(x) 1/sin(x) = - ksin(x) 1 = -ksin^2(x) sin^2(x) = -1/k The lefty hand side is always positive or zero. If k is positive, the right hand side will be negative and there will be no real solution.
thanks
you are welcome.
can you also explain what the Inverse Compotistion Rule is?
If f(x) is a function and g(x) is its inverse function then: f(g(x)) = x
The function f takes x and transforms it into f(x) The inverse function g takes f(x) and transforms it back to x. Or, the function g takes x and transforms it to g(x) The function f takes g(x) and transforms it back to x (that is, f(g(x)) = x).
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