Comprehensive Multiplication Chart: Interactive and Printable Tables for Math Practice

$Find velocity and position that has the acceleration a(t)= \langle 3e^t, 18t,2e^{-t} \rangle and specified velocity and position conditions: v(0)=(3,0,-6) \enspace and \enspace r(0)=(6,-1,2)$

Find velocity and position that has the acceleration a(t)= \langle 3e^t, 18t,2e^{-t} \rangle and specified velocity and position conditions: v(0)=(3,0,-6) \enspace and \enspace r(0)=(6,-1,2)

Alex Bettington

•August 23, 2024

$Given the velocity function v = t^2 + \frac{4}{\sqrt[4]{t^3}} , find the acceleration and the position function.$

Given the velocity function v = t^2 + \frac{4}{\sqrt[4]{t^3}} , find the acceleration and the position function.

Alex Bettington

•August 23, 2024

Given ln(x)-x2+2x=0. Solve the equation for the smallest root, using False Position Method correct up to at least 2 decimal places i.e =0.5 10-2.

Alex Bettington

•August 23, 2024

Given ln(x)-x2+2x=0. Solve the equation for the smallest root, using False Position Method correct up to at least 2 decimal places i.e =0.5 10-2.

Alex Bettington

•August 23, 2024