DP Mathematics HL Questionbank

Numerical solution of dydx=f(x,y) using Euler’s method.
Description
[N/A]Directly related questions
- 18M.3ca.hl.TZ0.5b.ii: Deduce the set of values for p such that there are two points on the curve...
- 18M.3ca.hl.TZ0.5b.i: Show that the x-coordinate(s) of the points on the curve y=f(x) where...
- 18M.3ca.hl.TZ0.5a: Solve the differential equation given that y=−1 when x=1. Give your answer in the...
- 12M.2.hl.TZ2.12a: Find an expression for v in terms of t .
- 12M.3ca.hl.TZ0.2a: Use Euler’s method, with a step length of 0.1, to find an approximate value of y when x = 0.5.
- 12M.3ca.hl.TZ0.2c: (i) Solve the differential equation. (ii) Find the value of a for which...
- 12M.3ca.hl.TZ0.3: Find the general solution of the differential equation...
- 08M.3ca.hl.TZ2.3: (a) (i) Use Euler’s method to get an approximate value of y when x = 1.3 , taking steps...
- 11M.3ca.hl.TZ0.2b: Write down, giving a reason, whether your approximate value for y is greater than or less than...
- 11M.3ca.hl.TZ0.2a: Use Euler’s method with step length 0.1 to find an approximate value of y when x = 0.4.
- 09M.3ca.hl.TZ0.4: Consider the differential equation...
- 10M.3ca.hl.TZ0.1: Given that dydx−2y2=ex and y = 1 when x =...
- 15N.3ca.hl.TZ0.5c: Use Euler’s method with steps of 0.2 to estimate f(2) to 5 decimal places.
- 14N.3ca.hl.TZ0.3d: A curve, C, passes through the point (0,1) and satisfies the differential equation...