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4 dni temu · The sketch in the figure shows the displacement time curve of a sinusoidal wave at $ x = 8m $ . Taking the velocity of the wave $ v = 6m {s^ { - 1}} $ along the positive X-axis, write the equation of the wave.
4 dni temu · Let’s understand the mathematical expression of Heisenberg’s uncertainty principle. Mathematically, the product of uncertainty in position and uncertainty in momentum of a microscopic particle is always constant and is equal to or greater than dfrach4π d f r a c h 4 π.
4 dni temu · Hint: To solve this question we will use the concept of vector subtraction. Since, the velocity of the boat is making an angle with the velocity of the river stream, the velocity in the perpendicular direction between the banks of the river is given by the vector subtraction of the velocities. Then, put this value on the law of motion to find the required velocity.
5 dni temu · GPM= Flow (Gallons) / Unit Time (Minutes) Q = V / T. Fluid Power in Horsepower - HP. Horsepower = Pressure (PSIG) × Flow (GPM)/ 1714. HP = PQ / 1714. Actuator Formulas. Variable. Word Formula w/ Units. Simplified Formula.
3 dni temu · Hint: The differentiation of the displacement of a particle with respect to time gives us the velocity of that particle at that time. To find the initial velocity we need to substitute the value of time as zero. We can get the acceleration of a body by differentiating the velocity of the body with respect to the time and substituting the time to zero.
5 dni temu · Turning to the math, from the basic thrust equation, the amount of thrust depends on the mass flow rate through the propeller and the velocity change through the propulsion system.
3 dni temu · Kepler used his two first laws to compute the position of a planet as a function of time. His method involves the solution of a transcendental equation called Kepler's equation .
