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How do you use the properties of logarithms to expand #lnroot3(x/y)#?

How do you simplify #(2w ^ { 2} y ) ^ { 3} + 4( w ^ { 2} y ^ { 3}  5)#?

How do you find an equation of the tangent line to the curve at the given point #y = 4 cos x# and #x=pi/6#?

What are possible value(s) of x and y if #y^2=x^264# and #3y=x+8?#?

3+x=square root of 6x+13?

How would you represent 0.435 (4 and 5 are recurring) and, What will be the answer if you convert 0.435 (4 and 5 are recurring) into fraction?

How do you prove that EF  AB ?

How do you determine whether the given points (0, 0), (1, 1), (1, 1) are on the graph of the equation #y = x^3  2(sqrt{x})#?

Find the exact value of cos(alpha minus beta) if sin alpha equals 0.5276 and cos beta equals 0.3488, and both alpha and beta are firstquadrant angles?

How do you express a sum of logarithms for #log_5(125*25)#?

How do you solve #(1/1000)^(1/3)#?