Find an equation in standard form for the hyperbola that satisfies the given conditions: Transverse axis endpoints (3,3) and (3,−1), conjugate axis length 8

Find an equation in standard form for the hyperbola that satisfies the given conditions: Transverse axis endpoints (3,3) and (3,−1), conjugate axis length 8

Wendy took a trip from one city to another, a distance of 170 mi. She traveled part of the way by bus, which arrived at the train station just in time for Wendy to complete her journey by train. The...

the answers must have the parametric form for x and for y.

The answer should be exact. Radicals can be used if needed.

In 1626, Peter Minuit traded trinkets worth $24 for land on Manhattan Island. Assume that in 2014 the same land was worth $7 trillion. Find the annual rate of interest compounded continuously at which...

3x f(x)= ______ ...

Show each step needed to transform y=(x^2-4) to y=-x^2 and label each step with the equation.

a) What are the coordinates of the vertex? b) Find the x-intercepts using algebra.

f(x)= -x+1 if -1<= (read this as less than or equal to) x<1 f(x)= 2 if x=1 f(x)= x^2. if x>1 a)...

a) (f+g)(3) b) (f/g)(x)

a) g(x)= x/(x^2-1) b) h(x)= (3x-12)^1/2

a) Is the point (3,14) on the graph? b) If x=4, what is f(x)?

For y=(x^2-4)/2x, find the X and Y intercepts using algebra.

Show each step needed to transform y=(x^2-4)/2x TO y=-x^2 and label each step with the equation.

I tried solving this using quadratic equation but I am unsure if I am following the right path. Thank you

f(x) = 1/x g(x) = x2 h(x) = x3 + 2

Type an expression for the inverse. Use integers or fractions for any numbers in the expression

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Suppose theta and phi are in the first quadrant and that cos(theta)=5/13 and csc(phi)=15/4. Then, determine the following: sec(pi/2 - phi) = ? And sin(90 - theta) = ?

f(x)=3x-2 and g(x)=x^2+3x+1 (gof)(x)

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