How do you graph Boyle’s law? | Socratic, Explain the shape of graph obtained between pressure P and …
Explain the shape of graph obtained between pressure P and …
Sketch the graph of pV vs p when the temperature of the gas is constan…, The graph is a straight line through the origin, verifying that the pressure (P) is proportional to (1 / V), verifying Boyles Law. Also all values of p V are the same. P ? 1 / V ? p = k (1 / V) ? When different values of pressure are plotted against the reciprocals of the respective volume (1 / V). This graph justifies Boyle’s law because the straight line is obtained which passes through the origin.
11/26/2019 · Graph of p against 1/V is A. curve B. straight line C. parabola D. hyperbola. Welcome to Sarthaks eConnect: A unique platform where students can interact with teachers/experts/students to get solutions to their queries.
1/1/2014 · If you use a computer or a calculator, you can tell it to calculate the equation for the line that best fits all the points (the regression line). My computer tells me that the equation is V = 3365.9x or V = 3365.9/p or pV =3365.9. The graph of V against 1/p is a straight line through the origin.
7/5/2009 · Since volume decreases with increasing pressure, we can write V = K(1/ P ) or that Volume is inversely proportional to pressure. Rearranging this equation gives PV = K where P is Pressure, V is Volume, and K is a constant which depends upon the amount of gas and the temperature. Another way of writing Boyle’s Law is that P1V1 = P2V2 where 1 and 2 show two different times for the same sample.
An alternative to Figure 6-6 is to plot P against 1 / V. The resulting graph is a straight line passing through the origin. Use Boyle’s data from Feature Probl…, The graph of V against 1/P is a straight line through the origin. This means that the measured volume is INVERSELY PROPORTIONAL to its pressure — BOYLE’S LAW. You can calculate the equation for the line that best fits all the points (the regression line). According to my calculations the equation is : V=6185.8 * P?0.0827
