This solution should be right assuming length refers to the dimension that is not part of the square side:
V = 125
125 = L x W2
W2 = 125 / L
W = (125 / L)1/2
C = 5W2 + 2(4 x L x W)
C = (625 / L) + 8L(125 / L)1/2
Need to know the triangle's height to tell.
Oh, dude, we're getting all mathematical up in here! So, the length of the base is 4 times the height minus 4, and the area of a rectangle is base times height, right? So, the area of the sign as a function of h would be (4h - 4)h. Easy peasy, lemon squeezy!
Ah, the 's' in V equals s cubed stands for the side length of a cube. When we say V equals s cubed, we're talking about the volume of a cube, which is calculated by multiplying the side length by itself three times. It's a beautiful way to express the relationship between the volume and the side length of a cube.
Depends on the width of material and what the 2 x 21 is in Assuming you mean 2 x 21 inches (compared to 2 x 21 yards) and your material is 42 inches wide Then you can get 2 pieces per 2 inches so you need a length of material 2 x 10 = 20 inches which is 2/3rds of a yard
It's not clear what bar you're referring to. The "measure" in music is often colloquiallyreferred to as a "bar", but that clearly has nothing to do with the pitch of the notesin it.-- The only reasonable one I can think of is the bar of metal you tap with a hammer toproduce a tone. In that case, as long as the cross-section and the material compositionof the bar don't change, the pitch of the note you get out of it is inversely proportional to the length of the bar.-- How about the bars on a xylophone, marimba, kalimba, vibraphone, etc. The above comments apply.-- The pitch of the notes has no connection to the size of the drinking establishment in whichthey are played or sung.---------------The paper given by the attached link claims that a bar in a xylophone produces a collection of frequencies that are inversely proportional to the square of the length of the bar.
A spring forms when a material is twisted or stretched, causing it to store potential energy. Factors that contribute to its shape and function include the material's elasticity, diameter, length, and number of coils.
No, it's age is a function of its length
Meters
To calculate deformation in a material under stress, you can use the formula for strain, which is the change in length divided by the original length of the material. This can be represented as L / L, where is the strain, L is the change in length, and L is the original length of the material. By measuring the change in length and the original length, you can determine the deformation of the material under stress.
The standard length of an American Express (AMEX) card number is 15 digits.
To find the strain in a material under stress, you can use the formula: Strain Change in length / Original length. Measure the change in length of the material when it is under stress and divide it by the original length of the material. This will give you the strain value.
You cant. Grams is a measurement of weight and inches is a measurement of length. If you measure the mass of whatever your material is then express its weight in grams. The best you could do is calculate the space that it occupies in cubic millimeters or centimeters. Then you could express that in inches in theory.
No, the kelvin is a unit of temperature in the International System of Units (SI). It is used to measure temperature and is not used to express length. Length is typically measured in meters in the SI system.
It can be either, though often it is the bottom.
The relationship between the length, material, and inductance of a wire is that the inductance of a wire increases with its length and the type of material it is made of. A longer wire and a wire made of a material with higher conductivity will have higher inductance.
No, the coefficient of linear expansion does not depend on the initial length of the material. It is a material property that remains constant regardless of the length.
There is no length function in C. You may have thought of sizeof or strlen. Perhaps.