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1) Find the domain of the function using interval notationh(x)= The square root of X -3 over X(x-8)2) Find the values of X for which the function is continuousf(x)= x-6/x^2+9x-903) Sketch the graph of the with the given rule4) Find and simplify the following for the function.(Assume h=/ 0)f(x)=9x^3-x^2+15) Find the slope of the tangent line to the graph of the function at the given point f(x) equals 5X minus 4X squared (-3,51)m=Determine an equation of the tangent liney=6) Use the graph of the given function F to determine the limit at the indicated value of a comma if it exists.
h(x)= The square root of X -3 over X(x-8)2) Find the values of X for which the function is continuousf(x)= x-6/x^2+9x-903) Sketch the graph of the with the given rule4) Find and simplify the following for the function.(Assume h=/ 0)f(x)=9x^3-x^2+15) Find the slope of the tangent line to the graph of the function at the given point f(x) equals 5X minus 4X squared (-3,51)m=Determine an equation of the tangent liney=6) Use the graph of the given function F to determine the limit at the indicated value of a comma if it exists.
2) Find the values of X for which the function is continuous
f(x)= x-6/x^2+9x-90
3) Sketch the graph of the
with the given rule
4) Find and simplify the following for the function.(Assume h=/ 0)
f(x)=9x^3-x^2+1
5) Find the slope of the tangent line to the graph of the function at the given point f(x) equals 5X minus 4X squared (-3,51)
m=
Determine an equation of the tangent line
y=
6) Use the graph of the given function F to determine the limit at the indicated value of a comma if it exists.
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