Learn the definition of Maximum height and browse a collection of 149 enlightening community discussions around the topic.
How is maximum height of a projectile calculated? The maximum height of a projectile can be calculated using the formula: h = (v2sin2θ)/2g, where h is the maximum height, v is the initial velocity, θ is the launch angle, and g is the acceleration due to gravity. What factors affec...
I believe your formula should have a negative on t2 term: s = (-1/2)gt2 + v0t + s0 To find any extreme value, you'll take the first derivative, set it equal to zero and solve. g, v0, and s0 are constants, so treat them like numbers, not variables. s' = (-1/2)g(2t)...
What is the formula for maximum shear stress? V*Q / I*b calculates the formula for maximum shear stress. However, this can be simplified to 12*V / 8bh. V is the shear force, b is the width, and h is the length or height of the cross-section.What...
Height: The height of the subject. Leg length: Measured from the ASIS to the medial malleolus. If a patient cannot straighten his/her legs, take the measurement in two pieces: ASIS to knee and knee to medial malleolus. Knee width: Measurement of the knee width about the flexion axis. ...
So, what is the maximum g-force that any human has been exposed to and survived? According to the Guinness World Records book, the Swedish Indycar driver Kenny Bräck survived a split-second deceleration of 214 g during a 220 mph (354 km/h) crash on lap 188 of the Chevy 500 at Texa...
Recently, two different formulas for the joint distribution of the location and the height of this maximal point were obtained, one by Moreno Flores, Quastel, and Remenik, and the other by Schehr. The first formula is given in terms of the Airy function and an associated operator, and the...
Maximum Flow Rate in Open-Channel Flow for a Circular Pipe Introduction This application determines the greatest attainable water flow rate in a partially filled circular pipe. It uses the Manning formula to determine the flow rate in the open-channel...
The quadratic formula was used in another problem but it isn't applicable here as far as I can tell. It sounds like I need to find the maximum time or t, in order to be able to find the maximum height. If this isn't possible, would the correct thing be to substitute arbitrary ...
After using the quadratic formula I got x2=48.02. I added that max stretch to 44.1 and got 92.12m, which is way more than 52 (the height of the platform). So my answer is that yes the box will hit the ground. But I’m not really sure that I did this right ...