Woman: GFR (mL/min) = 1,04*[140-age (year)]*weight (kg)
P - Kr (µmol/L)
Man: GFR (mL/min ) = 1,23*(140-age (year)*weight (kg)
P - Kr (µmol/L) Woman: GFR (mL/min) = 1,04*[140-age (year)]*weight (kg)
P - Kr (µmol/L)
Man: GFR (mL/min ) = 1,23*(140-age (year)*weight (kg)
P - Kr (µmol/L)
box:length*breath*height cuboid:same as above
No the area is when you are dealing with a 2-dimensional figure. Surface area formulas vary depending on if the object is a rectangular prism, a pyramid, a cone, or a triangular prism. a.k.a. the object needs to be 3-D to have a surface area.
the surface area is 1 inch per square meter if u divide 1.234 into pie the decimal equals only one solid giving you the said calculations
The formula for the surface area of a cylinder is given by:2�r2 + 2�rhandBA + 2�rh.
Find the surface area of each individual face and then add them together to give the total surface area of the pyramid.
There is a special device called a toilet hat that you place in the toilet. It fits under the rim. You pee in it, take it out and empty it into a special collection jug set aside specifically for this purpose. After collection of the 24 hour excreted urine,creatinine clearance (CrCl) is calculated using the formula CrCl= (Ucr x V)/ (SrCr x t) where Ucr is creatinine concentration in urine V is volume of urine in ml SrCr is creatinine concentration in the serum and t is the time period of urine collection
box:length*breath*height cuboid:same as above
Bearing clearance is the distance between the crankshaft journal and the bearing surface. It is usually referred to as oil clearance, as that's what is occupying the space.
its volume can only be messured by displacement. it is difficult to equaly devide. it can be difficult to determine density if you are trying to determine the density of the material, not the object.
According to NKBA guidlines, 'At least 24" clearance between cooking surface and a protected surface above (this refers to the heat resistant underside of the OTR) or 30" clearance between cooking surface and an unprotected surface above. (wood or other flammable material)
There are different types of geometry formulas such as polygon properties, area formulas, volume formulas, surface area formulas, circle formulas, and perimeter formulas.
The formulas for the surface area of a prism and a pyramid both involve calculating the areas of their respective bases and the lateral surfaces. For both shapes, the total surface area is the sum of the base area (or areas, in the case of prisms with two bases) and the area of the lateral faces. Additionally, both can be expressed in terms of the perimeter of the base and the height, although the specific calculations differ due to the geometric properties of each shape. Ultimately, they share a common approach of combining base and lateral area to find total surface area.
LxW or BxH
To calculate the surface area of a rock, you can use geometric methods if the rock has a regular shape, such as a cube or sphere, by applying the relevant formulas for surface area. For irregularly shaped rocks, you can use techniques like water displacement to estimate volume and then apply a surface area estimation formula or use 3D scanning technology to create a digital model for precise calculations. Alternatively, you can cover the rock's surface with a material, measure the coverage area, and extrapolate from that data.
In physics, the normal to a surface is a line perpendicular to the surface at a specific point. It is used to determine the direction of forces or vectors acting on the surface, and it is essential for calculations involving reflection, refraction, and surface interactions.
Measurements are crucial for describing surface area as they provide the quantitative dimensions needed to calculate the total area of a surface. By measuring length and width (or radius, in the case of circles), you can apply specific formulas to determine the surface area accurately. For example, the surface area of a rectangle is found by multiplying its length by its width, while for a sphere, the formula involves the radius. These calculations enable clear communication and comparison of different surfaces in various fields such as architecture, engineering, and materials science.
To calculate the volume of a three-dimensional object, you typically multiply its length, width, and height (for rectangular prisms) or use specific formulas for other shapes, such as (\frac{4}{3}\pi r^3) for spheres. Surface area is calculated by summing the areas of all the object's faces; for a rectangular prism, this is (2(lw + lh + wh)). Each shape has unique formulas, so it's essential to use the appropriate one for accurate calculations.