1.4: Functions - Tacoma Public Schools
... output depends on the value of the input. • Independent quantity: Input values, x-values, domain • Dependent quantity: Output value, which depends on the input value, y-values, range ...
... output depends on the value of the input. • Independent quantity: Input values, x-values, domain • Dependent quantity: Output value, which depends on the input value, y-values, range ...
Unit 1 Review Packet
... A scientist finds that there are 3.8 bacteria cells that can be viewed in one microscope slide. How many should the scientist expect to view if 24 slides are looked at? ...
... A scientist finds that there are 3.8 bacteria cells that can be viewed in one microscope slide. How many should the scientist expect to view if 24 slides are looked at? ...
( ) R-L-C Circuits and Resonant Circuits
... Ideally, the frequency response is flat over 20-20,000 Hz, and rolls off sharply at frequencies below 20 Hz and above 20,000 Hz. Set 3 dB points as follows: lower 3 dB point : 20 Hz = 1/2pR1 C1 upper 3 dB point: 2x104 Hz = 1/2pR2 C2 If we put these two filters together we don't want the 2nd stage to ...
... Ideally, the frequency response is flat over 20-20,000 Hz, and rolls off sharply at frequencies below 20 Hz and above 20,000 Hz. Set 3 dB points as follows: lower 3 dB point : 20 Hz = 1/2pR1 C1 upper 3 dB point: 2x104 Hz = 1/2pR2 C2 If we put these two filters together we don't want the 2nd stage to ...
Chapter 27-27.5
... Think of an electron as a charge orbiting the nucleus This is a charge moving through space at a constant angular velocity so essentially i=q*v where v=r .and r=electron orbital radius. So this is a small current loop with area=*r2 Thus atoms can experience torques and forces when subjected ...
... Think of an electron as a charge orbiting the nucleus This is a charge moving through space at a constant angular velocity so essentially i=q*v where v=r .and r=electron orbital radius. So this is a small current loop with area=*r2 Thus atoms can experience torques and forces when subjected ...
February 23
... For Tuesdayday: read section 6.1 (and 6.2 if time permits) A shortcut for computing an individual row of Pascal’s triangle: Theorem: C(n,k) = ((n-k+1)/k) C(n,k-1). Application: n=6: 1,6,15,20,15,6,1. Proof: This formula can be rewritten as C(n,k) k = C(n,k-1) (n-k+1). To prove this, note that both s ...
... For Tuesdayday: read section 6.1 (and 6.2 if time permits) A shortcut for computing an individual row of Pascal’s triangle: Theorem: C(n,k) = ((n-k+1)/k) C(n,k-1). Application: n=6: 1,6,15,20,15,6,1. Proof: This formula can be rewritten as C(n,k) k = C(n,k-1) (n-k+1). To prove this, note that both s ...
Mathematics of radio engineering
The mathematics of radio engineering is the mathematical description by complex analysis of the electromagnetic theory applied to radio. Waves have been studied since ancient times and many different techniques have developed of which the most useful idea is the superposition principle which apply to radio waves. The Huygen's principle, which says that each wavefront creates an infinite number of new wavefronts that can be added, is the base for this analysis.