Outrageously Funny Search Suggestion Engine :: Lambert

👉 Lambert's equation is a mathematical relationship between the complex number z = x + iy, where i is an imaginary unit and x, y are real numbers, that relates the four roots of a quadratic equation to each other in terms of the coefficients of the equation. This equation represents the solutions to the equation ax^2 + bx + c = 0.

Lambert's

👉 Lambertia is a type of bone in animals, often found in vertebrates such as mammals, birds, and reptiles. It plays a crucial role in supporting the body's weight and enabling movement. Invertebrates, such as crustaceans, have no true backbone but can be considered "lamberti" since they lack a cartilage-like structure that would provide support for their internal organs.

Lambertia

👉 Lambertella is a type of bacteria that belongs to the family Lactobacilli. It is commonly found in soil and water, as well as on surfaces and in the air. The genus name refers to its characteristic shape, which is a sphere with rounded ends. Its species name refers to the genus name, "Lambertella".

Lambertella

👉 Lamberticrinus is a type of bacteria that can cause a variety of infections, including pneumonia and meningitis. It typically lives on the skin or mucous membranes and produces a thick, sticky substance known as a licheniform layer. This layer helps to protect the bacteria from外界的微生物

Lamberticrinus

👉 Lambertocellus is a genus of flowering plants in the family Asteraceae, native to North America and Europe. They are known for their colorful flowers and their ability to grow on rocks or other hard surfaces. Some species also have edible parts like leaves and seeds that can be used in food production.

Lambertocellus

👉 Lambert's equation is a mathematical formula used to describe the behavior of light waves. It was developed by Joseph-Louis Lagrange in 1768 and published in 1783, but it has been widely accepted since its first appearance. The Lambert equation relates the intensity of light as a function of wavelength (λ) and angle (θ), which is commonly known as the angle of incidence. The equation states that: \[I = \frac{L}{\lambda

lamberts

👉 Lambert's function, named after the French mathematician Pierre de Fermat, is a special function in complex analysis and mathematical physics. It is defined as follows: f(z) = (1/2iπ)^z where f(z) represents the real part of z, and i is the imaginary unit. Lambert's function is used to model the behavior of certain complex-valued functions, particularly those that arise in the study of wave propagation in media. It is often

lambert

👉 Lambert, a color term, defines red.

LAB Color