18- Choice B is correctVolume of a box = length × width × height = 7 × 4 × 12 = 336 19- Choice C is correct1 yard = 3 feet, Therefore, \(33,759 ft×\frac{1 \space yd}{3 \space ft}=11,253\) yd 20- Choice B is correct\(16\%\) of the volume of the solutio...
the length of an object describes how long the object is and the height of the object states how tall the object is. for example, the length of the cuboid is different from its height unless it is not a cube. q2 what is the difference between length and width? for a rectangle, its ...
Non-dimensionalising of the time-independent Reynolds equation If the bearing length, L, minimum clearance between the bearing surfaces, hm, and the ambient pressure, Pa, are considered as the reference length, height and pressure, respectively, the dimensionless length, width, height and pressure ...
Length=x+2, Width=x, Height = 3 Quadratic Equations The volume of a box is the product of its three dimensions. As it is a product of algebraic expressions, we get a quadratic equation that can solve this question. Answer and Explanation: We have been...
Measurements of physical quantities are expressed both in terms of a numerical magnitude and as aunit of measurement. The concept of length is fundamental and is applied to measurements of depth, width, length, height and diameter. Three otherfundamental dimensionsare mass (force), time and temper...
MarginHeight MarginWidth MarkupRangeType MarkupType MatchSource MathControlMoveType MaxLength MergedCellValues MirrorIndents MirrorMargins MonthLong MonthShort MoveBookmarkType MoveFrom MoveFromMathControl MoveFromRangeEnd MoveFromRangeStart MoveFromRun MoveTo MoveToMathControl MoveToRangeEnd MoveToRangeStart ...
aFor a cuboid, the sum ofnthenareas of its front and top area is 55 square centimeters and its length, width and height are integers and prime numbers, please figure out the surface area and the volume of this cuboid. 为长方体,它的前面和上面区域总和ofnthenareas是55平方厘米,并且它的长...
As shown in Fig.1, we consider a 2D pressure-driven gas flow between two parallel plates in a Cartesian coordinate system. The ends of the channel are connected to two large reservoirs containing gas at different pressures. Rectangular bumps, each with heighthand widthw, are attached to the ...
In the absence of frequency chirp (C=0), the spectral width is the smallest and satisfies the relation ΔωT0=1. Clearly, spectral width of a pulse is enhanced by a factor of (1+C2)1/2 if the pulse is linearly chirped. Eq. (3.2.17) can be used to estimate |C| from measurements...
The general properties of the height difference function for a Gaussian-height-distributed surface are given by Equation (7.18), and are already demonstrated in Figure 7.1. Now let us examine the FWHM of the height difference function. From Figure 7.1 we know that the FWHM of the height ...