Faces, Edges and Vertices of an Icosahedron
Icosahedrons are one of the five Platonic solids. These three-dimensional figures are formed by 20 triangular faces. In total, an … Read more
Month: June 2022
Volume and Area of an Icosahedron – Formulas and Examples
The icosahedron is one of the five Platonic solids. To calculate its volume, we can use the length of one … Read more
Faces, Edges and Vertices of a Dodecahedron
Dodecahedrons are three-dimensional figures formed by 12 pentagonal faces. Dodecahedrons are one of the five platonic solids. In total, dodecahedrons … Read more
Volume and Area of a Dodecahedron – Formulas and Examples
Dodecahedra are one of the five Platonic solids. We can calculate the volume of dodecahedra using a standard formula. On … Read more
🖩 Feet+Inches to Meters Calculator (ft+in → m)
Feet+Inches to Meters Calculator ft in Meters: – Convert Clear Calculation: – This calculator allows you to convert any given … Read more
🖩 Feet+Inches to Millimeters Calculator (ft+in → mm)
Feet+Inches to Millimeters Calculator ft in Millimeters: – Convert Clear Calculation: – Use this calculator to convert from feet+inches to … Read more
Derivative of ln(x+1) with Proofs and Graphs
The natural logarithm of x+1, also denoted as ln(x+1), is the logarithm of x+1 to base e (euler’s number). The derivative of the natural … Read more
Derivative of x ln(x) with Proofs and Graphs
The derivative of x ln(x) is equal to 1+ln(x). This derivative can be found using the product rule of derivatives. … Read more
Derivative of ln(x^2) with Proofs and Graphs
The natural logarithm of x squared, also denoted as ln(x2), is the logarithm of x2 to base e (euler’s number). The derivative of the … Read more
Derivative of Natural log (ln(x)) with Proofs and Graphs
The natural logarithm, also denoted as ln(x), is the logarithm of x to base e (euler’s number). The derivative of … Read more