Comprehensive Multiplication Chart: Interactive and Printable Tables for Math Practice

$Consider the curve r(t) = \langle e^{-5t}\cos(-1t), e^{-5t}\sin(-1t), e^{-5t} \rangle . Compute the arclength function s(t) (with initial point t=0 )$

Consider the curve r(t) = \langle e^{-5t}\cos(-1t), e^{-5t}\sin(-1t), e^{-5t} \rangle . Compute the arclength function s(t) (with initial point t=0 )

Alex Bettington

•August 23, 2024

$Consider the polar equation r^2 \sin \theta = 5 (1) What is the equation in Cartesian (rectangular) coordinates equivalent to this polar equation? (2) Which of the following curves is associate...$

Consider the polar equation r^2 \sin \theta = 5 (1) What is the equation in Cartesian (rectangular) coordinates equivalent to this polar equation? (2) Which of the following curves is associate...

Alex Bettington

•August 23, 2024

Find an equation of the tangent line to the curve y = x^3-3x+1 at the point (1,-1)

Alex Bettington

•August 23, 2024

Find the slope of the curve: x^3 - 3xy^2 + y^3 = 1 at the point (2, -1).

Alex Bettington

•August 23, 2024

Use a graph to give a rough estimate of the area of the region that lies beneath the given curve. Then

Alex Bettington

•August 23, 2024

$Find the total area between the curve y = x^2 + 2x -3 and the x-axis, for x between x = -6 and x = 7. Also, evaluate the integral \int_{-6}^{7} f(x) dx. Interpret the value of integral in terms of...$

Find the total area between the curve y = x^2 + 2x -3 and the x-axis, for x between x = -6 and x = 7. Also, evaluate the integral \int_{-6}^{7} f(x) dx. Interpret the value of integral in terms of...

Alex Bettington

•August 23, 2024