The ENS essentially functions as the gut’s own nervous system that communicates with the CNS through sensory nerves and anchors the gut directly to the brain. This bidirectional communication between the gut and the brain is known as the gut-brain-axis and is crucial for maintaining homeostasis and regulating digestion in the human body (Cryan & Dinan‚ 2015; Mayer et al.‚ 2014; Rhee et al.‚ 2009). In addition to nearly 100 million neuronal cells in the GI tract‚ there are some 100 identified endocrine
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find them. Angular motion Equations of angular motion are relevant wherever you have rotational motions around an axis. When the object has rotated through an angle of θ with an angular velocity of ω and an angular acceleration of α‚ then you can use these equations to tie these values together. You must use radians to measure the angle. Also‚ if you know that the distance from the axis is r‚ then you can work out the linear distance traveled‚ s‚ velocity‚ v‚ centripetal acceleration‚ ac‚ and force
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major axis‚ [pic] is the semi major axis‚ which is exactly half the distance across the ellipse. Similarly‚ the corresponding parameter [pic] is known as the semi minor axis. Parallels drawn from the formula for the area of circle ([pic]) and formula for the area of an ellipse (A = [pic]ab) Formula for the area of a circle:[pic] where [pic] is the area‚ and [pic] is the radius. In the case of a circle‚ radius a represents the semi major axis while radius b represents the semi minor axis. One
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The Battle of El Alamein between the Allies and Axis powers was fought in two separate battles (Phillips‚ 1962). The Allies consisted of primarily British soldiers known as the Eight Army. In addition to the British soldiers‚ the Allies also consisted of soldiers from Australia‚ New Zealand‚ India‚ South Africa‚ France‚ and Greece. The Axis known as the Panzerarmee Afrika (later renamed German-Italian Panzerarmee) consisted of only German and Italian soldiers. Both battles were fought in El Alamein
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FORMULA V= IR E = I (R+r) E = IR +I ⋅ r E = V + I ⋅ r V = E - I ⋅ r V = -r ⋅ I +E _Graph of V against I will be plotted in order to_ _determine the internal resistance and EMF of the battery. The slope will be -r and the intercept vertical axis will be the EMF (E)._ REFERENCE VALUE EMF of the battery 1. 490 ± 0.001V ASPECT 2 & 3 DATA COLLECTION AND PROCESSING Obs. No. Voltage Current ± 0.01V ± 0.1A 1 0.42 1.7 2 0.54 1.5 3 0.62 1.3 4 0.66 1.2 5 0
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aircrafts at a much more rapid pace than the Axis countries. These countries were able to do this because the people of the country were behind the fight and willing and capable of helping the cause. The abundant resources that the United States contained helped tremendously to fuel the Army’s and Air Forces’ numerous vehicles. But the large fund and availability of the resources also allowed for the army to be supplied with anything they needed. The Axis powers were much the opposite. The resources
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Wildwood Case Management Unit Discharge Summary Name Belinda Avery Date of Birth 10/23/97 Date of Admission 7/23/2015 Date of Discharge 8/16/2015 DIAGNOSIS ON ADMISSION: Axis I V71.09 Axis II V71.09 Axis III V71.09 Axis IV V71.09 Axis V V71.09 MEDICATION: N/A REASON FOR DISCHARGE: Belinda has successfully attained her GED‚ has attained housing through housing assistance‚ and has received medical assistance for her child. Belinda has worked hard to gain a job and now has acceptable identification
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Foundation in Science : Year 1 / Trimester 1 : 201405 Unit Code Unit Title : FHSC1014 : Mechanics Tutorial 2: Vector and translational kinematics. 1. Vector is 3.00 units in length and points along the positive x-axis. Vector is 4.00 units in length and points along the negative y-axis. Use graphical methods to find the magnitude and direction of the vectors (a) + and (b) - . [5.0 units at –53°‚ 5.0 units at +53°] 2. Determine the resultant of the following forces by the component method of vector
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Pitching: this is the up and down movement of the aircraft’s nose which takes place along the lateral axis. Yawing: this is the left and right motion of the aircraft’s nose which takes place along the vertical axis and is controlled by the rudder. Rolling: this is the differential movement of the wings of the aircraft in an upward or downward direction which takes places along the longitudinal axis and is controlled by the ailerons. Glide: this is where the aircraft’s thrust is zero while still maintaining
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Matrices Used In Computer Graphics Every one of us uses matrices nearly everyday in our lives and probably unaware of it. Matrices are commonly used in computers for their 3D graphics. Most of the matrices that are used are either 3x3 or 4x4 matrices and are computed by either rotation matrices or translation matrices. The matrices that are used are an array that holds numbers‚ commonly called a 3x3 array or 4x4 array. Or Examples of 3x3 and 4x4 matrices. The reason that matrices are used is
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