Posts Tagged ‘equation’
3
Apr
Posted by mathispower4u in 3. Algebra Videos . Tagged: 3 , algebra , cubic , degree , equation , extrapolation , function , interpolation , polynomial , prediction , regression , three , ti83 , ti84 . Leave a Comment
This video provides an example of how to create a scatter plot and perform cubic regression on the TI84.
VIDEO
3
Apr
Posted by mathispower4u in 3. Algebra Videos . Tagged: 3 , algebra , cubic , degree , equation , extrapolation , function , interpolation , polynomial , prediction , regression , three , ti83 , ti84 . Leave a Comment
This video provides an example of how to create a scatter plot and perform cubic regression on the TI84.
VIDEO
27
Mar
Posted by mathispower4u in 3. Algebra Videos . Tagged: application , constant , direction , equation , force , Hook , Hooke’s , law , linear , spring , stretch , variation . Leave a Comment
This video provides an example of Hooke’s Law, which is an application of direction variation.
VIDEO
27
Feb
Posted by mathispower4u in 8. Differential Equations . Tagged: auxiliary , calculus , cauchy , characteristic , complex , differential , distinct , equal , equation , euler , function , general , homogeneous , nature , order , roots , second , solution , solutions , two , type . Leave a Comment
This video derives the auxiliarly or characteristic equation used to solve a second order Cauchy-Euler differential equation.
VIDEO
27
Feb
Posted by mathispower4u in 8. Differential Equations . Tagged: auxiliary , cauchy , complementary , complex , differential , distinct , equal , equation , euler , function , general , homogeneous , nature , order , roots , second , solution , solutions , two , type . Leave a Comment
This video provides an example of how to solve a second order homogeneous Cauchy-Euler Equation with the auxiliary equation has two distinct real roots.
VIDEO
27
Feb
Posted by mathispower4u in 8. Differential Equations . Tagged: auxiliary , calculus , cauchy , complementary , complex , differential , distinct , equal , equation , euler , function , general , homogeneous , nature , order , roots , second , solution , solutions , two , type . Leave a Comment
This video provides an example of how to solve a second order homogeneous Cauchy-Euler Equation with the auxiliary equation has two real equal roots.
VIDEO
27
Feb
Posted by mathispower4u in 8. Differential Equations . Tagged: auxiliary , calculus , cauchy , complex , differential , distinct , equal , equation , euler , function , general , homogeneous , nature , order , roots , second , solution , solutions , two , type . Leave a Comment
This video provides an example of how to solve a second order homogeneous Cauchy-Euler Equation with the auxiliary equation has complex solutions.
VIDEO
27
Feb
Posted by mathispower4u in 8. Differential Equations . Tagged: calculus , cauchy , complementary , differential , equation , euler , function , general , homogeneous , initial , IVP , non , nonhomogeneous , of , order , parameters , particular , problem , second , solution , value , variation . Leave a Comment
This video provides an example of how to solve an initial value problem involving a second order homogeneous Cauchy-Euler differential equation.
VIDEO
27
Feb
Posted by mathispower4u in 8. Differential Equations . Tagged: calculus , cauchy , complementary , differential , equation , euler , function , general , homogeneous , non , nonhomogeneous , of , order , parameters , particular , second , solution , variation . Leave a Comment
This video provides an example of how to find the general solution to a second order nonhomogeneous Cauchy-Euler differential equation.
VIDEO
17
Feb
Posted by mathispower4u in 8. Differential Equations . Tagged: calculus , complementary , De , differential , equation , equations , example , form , function , fundamental , general , linear , nonhomgeneous , order , particular , second , solution , solve . Leave a Comment
This video provides examples of how to determine the form of the particular solution to a linear second order nonhomogeneous differential equation when terms are repeated. The particular solution is not found.
VIDEO