Infographic Template Galleries

Created with Fabric.js 1.4.5 Mathematical function denoted H(x), or sometimes u(x) Known as "unit step function" The term "Heaviside step function" and its symbol can represent either a piecewise constant function or a generalized function. EXAMPLE TEXTHERE CONCEPT CREATE CONTENT FILL MEIN WITH INTERESTINGCOPY FULL HEAVISIDE FUNCTION sin (t), 0 t < 6Write h(t) = 0, 6 t in terms of the Heaviside function. All functions start o. (this space left blank) At t = 0 we turn on sin(t) sin(t)U (t 0) At t = 6 we turn o sin(t) sin(t)U (t 6) Do nothing else (this space left blank)h(t) = sin(t)U (t 0) sin(t)U (t 6) (then we x notation) 0, 0 t < 1Write g(t) = cos(4t), 1 tin terms of the Heaviside function. All functions start o. (this space left blank) At t = 1 we turn on cos(4t) cos(4t)U (t 1) (We never turn o cos(4t)) (this space left blank) 5t 11, 0 t < 6 sin(3t), 6 t < 7 Write ρ(t) = 4, 7 t < 12 t, 12 tin terms of the Heaviside function. All functions start o. At t = 0 we turn on 5t 11 (5t 11)U (t 1) At t = 6 we turn o 5t 11 and turn on sin(3t) (5t 11)U (t 6) + sin(3t)U (t 6) At t = 7 we turn o sin(3t) and turn on 4 sin(3t)U (t 7) + 4U (t 7) At t = 12 we turn o 4 and turn on t 4U (t 12) + tU (t 12) (We never turn o t) h(t) = sin(t)(1) sin(t)U (t 6) g(t) = cos(4t)U (t 1) ρ(t) = (5t 11)(1) (5t 11)U (t 6) + sin(3t)U (t 6) sin(3t)U (t 7) + 4U (t 7) 4U (t 12) + tU (t 12) GROUP 1
Create Your Free Infographic!