xczv c v c v
difference between leaning curve and experience curve
The difference between individual supply curve and the market supply curve is tat individual supply curve is like a firm. To be able to get the market supply curve you have to have the individual supply curve.
by finding where the supply curve and the demand curve intersect
Flase, The suuply curve of a "perfect competition" is its marginal cost curve
what are v and inverted v curves of synchronous motor
roncato
To calculate the speed of an object moving around a curve, you can use the centripetal acceleration formula: (a = v^2 / r), where (a) is the centripetal acceleration, (v) is the speed of the object, and (r) is the radius of the curve. To find the speed ((v)), you need to know the radius of the curve and the centripetal acceleration acting on the object.
xczv c v c v
The slope of the curve at each point on thegraph is the speed at that point in time. (Not velocity.)
To write the letter "v" in cursive, start at the bottom line, make a loop to the right, then curve to the left and up to form a point at the top. Finally, curve back down to the bottom line.
If you're referring to the curve y = x2, then the shape it describes is called a parabola. It looks somewhat like an infinitely tall letter "V" with a curved bottom.
From v = u - (a*t)then:a = (v-u) / tSelect a point on a time(x) - velocity(y) graph, calculate the slope of a tangent to the line at this point , this is the rate of acceleration at that point.On a data driven curve approximation is used.On a mathematical curve differential calculus can be used.
From v = u - (a*t)then:a = (v-u) / tSelect a point on a time(x) - velocity(y) graph, calculate the slope of a tangent to the line at this point , this is the rate of acceleration at that point.On a data driven curve approximation is used.On a mathematical curve differential calculus can be used.
A function v is linear if it satisfies the properties of additivity and homogeneity. Additivity means v(x + y) = v(x) + v(y) and homogeneity means v(cx) = cv(x) for any scalar c. If v meets both of these conditions, it is linear.
The area under the curve on a pressure-volume (PV) diagram represents the work done on a gas during a process because work is defined as the area under a pressure-volume curve. The magnitude of the work done is proportional to the area enclosed by the curve on the PV diagram, with the sign of the work determined by the direction of the process (expansion or compression).
Reason being vaguely adiabatic process is more rapid - process is done so fast that no energy is allowed to enter or exit the system. So P-v variations will be high