The tool shows important stats such as the token information along with Liquidity Position specific stats like historical estimated fees, volume, prices, APR and other useful information! All data is directly fetched from the Uniswap V3 Subgraph. A parallelepiped can be considered as an oblique prism with a parallelogram as base. Now suppose we define three new vectors in terms of A, B, C as follows. for vectors in R 3, we immediately have the handy formula for the cross product of two cross products. Beginning with the ubiquitous triple product identity. Parallelepiped, generated by three vectors. Quarky Volume Formula for Parallelepiped.
PARALLELEPIPED VOLUME CALCULATOR HOW TO
Explore how to calculate the triple scalar and vector. In geometry, a parallelepiped is a three-dimensional figure formed by six parallelograms.
I started by looking at other tools and found Flipside Crypto's tool but it was inadequate and felt incomplete, so I decided to build my own! (Why not build your own if you can't find something that satisfies you!) Learn about the scalar triple product and differentiate it from the ordinary scalar product formula. The volume of the parallelepiped is the area of the. Parallelepiped, Surface area and Volume of Parallelepiped. This formula for the volume can be understood from the above figure. Surface area of Parallelepiped calculator uses Surface Area 2((Side ASide Bsin(Angle. I created a simple Uniswap V3 Fee Calculator & Position Simulator after I realized how painful it is to evaluate LPs on Uniswap V3 at the moment with the interface choosing to not include things like historical APR among other things. The scalar triple product is important because its absolute value ( a × b) c is the volume of the parallelepiped spanned by a, b, and c (i.e., the parallelepiped whose adjacent sides are the vectors a, b, and c ).
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