What is the value of log5(125)?
The correct value is 3
Simplify sin θ / tan θ
The correct value is cos θ
Find the vertical asymptote of f(x) = (x-7) / (2x-2)
The correct value is x = 1
Determine the limit of limx -> 6 (x2-36) / (-3x+18) in simplest form
The correct value is -4
Find d/dy (5y4+4sin y)
The correct value is 20y3+4cos y
The correct value is 1
Simplify cos θ * tan θ
The correct value is sin θ
Find the vertical asymptote of f(x) = (x2-11x+10) / (2x-20)
The correct value is no vertical asymptotes
Determine the limit of limx -> -5 (-4x-32) / (-2x+10) in simplest form
The correct value is -3/5
Find d/dz (3z4−5cos z)
The correct value is 12z3+5sin z
What is the value of log5(1/25)?
The correct value is -2
Simplify cot θ * tan θ
The correct value is 1
Find the horizontal asymptote of 3
The correct value is y = 1/12
Determine the limit of limx -> -3 (x2+3x) / (x2+10x+21) in simplest form
The correct value is -3/4
Find d/dm(4m2+5sin m)
The correct value is 8m+5cos m
What is the value of log243(9)?
The correct value is 2/5
Simplify cot2 θ * tan θ
The correct value is cot θ
Find the horizontal asymptote of f(x) = (2(x+8)) / (3(x+2)(x+8))
The correct value is y = 0
Determine the limit of limx -> -7 (x2+7) / (x2+8x+7) in simplest form
The correct value is 7/6
Find d/ad(a3−sin a)
The correct value is 3a2−cos a
What is the value of log16(64)?
The correct value is 3/2
Simplify Sin2 θ * cot2 θ
The correct value is cos2 θ
Find the vertical asymptote of f(x) = (5x2+23x-42) / (2x+12)
The correct value is no vertical asymptotes
Determine the limit of limx -> 8 (x2-6x+5) / (x2-8x) in simplest form
The correct value is DNE
Find d/dy (2y3−4cos y)
The correct value is 6y2+4sin y