# What Would You Do To Measure The Volume Of A Baseball

## What would you do to measure the volume of a baseball

### physics

• A baseball is dropped from the top of a building by a girl who is resting on it. Meanwhile, a youngster below her launches a golfball at her from a height of 20 meters at a speed of 20 meters per second. The golfball is launched from a spot 18 meters below the location where the baseball is launched. how far is it?

### Physics

• The most easy technique of determining the density of an item is to first measure its mass, and then measure its volume by immersing it in a graduated cylinder of known volume. A boulder weighing 240 grams that displaces an equivalent volume of water of 89.0 cm3 has a density of. (Note

### Math

1. One of the most common shapes is the cube, which is a rectangular solid whose length and height are both measured in units known as the cube’s edge. The volume of the cube is calculated by dividing the length of the edge by three. What is the volume of a cube whose edge is at a certain point

### Calculus

• It takes 2 inches per minute for a cube’s edge to grow by one inch. What is the rate of change in volume when the volume is 27 cubic inches at a given point in time? Please provide the units of measurement. V=x^3

### Algebra

• Triangle ABC has an angle B that is 8 degrees larger than the angle A and is three times larger than the angle A. Angle C has a measure of 37 degrees more than angle A, which means that they are orthogonal. Calculate the length of each angle in degrees. When it comes to angles, what is the standard measurement?

### physics

• In total, 1000 bricks are used, and when they’re all packed neatly together, they measure 2 m by 1 m by 1 m. Can you tell me how much space the stack takes up? What is the volume of a single brick of concrete? what is the weight of a single brick

### Physics

1. In order to understand how the contact of a baseball and a bat differs from the impact of the baseball and a fielder’s glove when the baseball is caught, There is a higher shift of momentum for the baseball with a contact of this nature.

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## What is the volume of a baseball? – idswater.com

By multiplying 1.33 times pi times the radius cubed by the circumference of the baseball, you may get its volume. In this situation, you multiply 1.33 times pi (3.14) to get 4.1762, which is a positive integer. The radius is calculated by cubing it (3.65 times 3.65 times 3.65) to yield 48.627. To get the volume of 203.076 cubic centimeters, multiply 4.1762 by 48.627 and divide the result by 48.627.

## What is the surface area and volume of a baseball?

A baseball must have a circumference of at least 9 inches in order to be considered legal. This indicates that the smallest allowed ball will have a diameter of 2.86 inches and a radius of 1.43 inches, with a diameter of 2.86 inches and a radius of 1.43 inches, respectively. The minimum surface area of a baseball is 25.78 square inches, and the minimum volume is 12.32 cubic inches as a result of this measurement.

## How do you find the volume of a composite solid?

To compute the volume of a composite solid, just divide it into smaller solids and calculate the volumes of each of the smaller solids separately. It is then necessary to combine together the volumes of the component solids in order to determine the overall volume of the composite solid.

## How do you calculate surface area and volume?

In addition to rectangular solids, the volume of a cylinder may be calculated using the V=Bh V = B h formula for rectangular solid volume. The area of the base, B, of the rectangular solid is equal to the area of the rectangular base multiplied by the length and breadth of the solid. The area of a cylinder’s base, B, is equal to the area of its circular base, r2 r 2, when the cylinder is cylindrical.

## How big is a softball in inches and inches?

Sport Ball Diameters, sorted from smallest to largestsportdiameter (inches)diameter (inches)diameter (inches)diameter (inches)diameter (inches)diameter (inches)diameter (inches)diameter (inches)diameter (inches)diameter (inches)diameter (inches)diameter (inches)dia (mm) notes Croquet3 is ranked 5th out of 892 games. Softball3.8297.1Bocce4.2107 The size of the target ball is between 40 and 60 mm. Lawn Bowls range in size from 4 5/8 to 5 1/8117.5 to 130.2lawn bowls are not perfectly round.

## How tall does a softball have to be to hit the ground?

The thrown ball travels at the same pace as the name suggests. Slow-pitch baseball has a height restriction that must be reached in order for the ball to be placed in the highest position possible. Between 6 and 12 feet (1.83 and 3.66 meters) above ground level, it must be maintained.

## What is the difference between softball and baseball?

Softball is a baseball variant that has been changed. There are only a few differences between the two types of athletic competition. The only variations between the two games are the regulations, the pitch speed, the field, and the equipment. In softball, there are three different types of games: slow-pitch, fast-pitch, and modified-pitch.

## What’s the standard size of a sports ball?

If the ball size used for adult male competition differs from the ball size used for different ages or classes, the adult male competition ball size is utilized. Sometimes inches are used as the conventional unit of measurement, while other times millimeters are used.

## What is the radius of a softball?

It is about 2 inches in diameter when a softball is rolled out.

The circumference of a basketball is around 5 inches. Compare the surface area of a basketball to the surface area of a softball to see how they compare. If the basketball is plainly larger than the softball, then the radius is 2.5 times larger than the softball.

## What is the volume of the ball?

The volume of a golf ball is 2.482 cubic inches, but the capacity of a cubic foot is 1728 cubic inches. The result is that a total of 696 golf balls will fit into a cubic foot of space One of the most common golf balls weights 1.620 ounces (45.93 g). When it comes to tournament play, this is the maximum weight that can be placed on a golf ball.

## Why is a softball called a softball?

It is because softballs are lighter and hit softer in your glove when you catch them than conventional baseballs that they are referred to as “softballs.” It also has to do with the fact that softballs are generally thrown underhand rather than overhead or straight up and down like most baseballs.

## How do you find the density of a baseball?

The permitted density range for official baseballs is between 0.70 g/cm3 and 0.80 g/cm3, with 0.70 g/cm3 being the most common.

## How do you calculate a density?

Density may be calculated using the formula d = M/V, where d denotes density, M denotes mass, and V is volume. In most cases, the density of a substance is given in terms of grams per cubic centimetre.

## What would you use to measure the mass of a baseball?

When weighing a baseball, you would use a balance to determine its mass.

## What is the volume of a baseball?

By multiplying 1.33 times pi times the radius cubed by the circumference of the baseball, you may get its volume. In this situation, you multiply 1.33 times pi (3.14) to get 4.1762, which is a positive integer. The radius is calculated by cubing it (3.65 times 3.65 times 3.65) to yield 48.627. To get the volume of 203.076 cubic centimeters, multiply 4.1762 by 48.627 and divide the result by 48.627.

## What is the weight of a baseball?

Description. The ball is made up of a cork and rubber core around which yarn is firmly coiled; the cover is made up of two pieces of white leather that are sewed together so that they are snugly fitting. The size ranges between 9 and 9.25 inches (23 and 23.5 cm) and the weight is between 5 and 5.25 ounces (142 and 143 grams).

## How do you find density of a solid?

Density of Solids or Liquids: How to Calculate It

1. Calculate the volume of a solid by measuring the dimensions of the solid or using a measuring jug to calculate the volume of a liquid. …
2. Using a scale, weigh the object or material to determine its mass
3. In order to calculate the density, divide the weight of a substance by the volume of that substance (p = m / v)

## How do I calculate the density of a liquid?

To determine the density of a liquid, follow the same procedure as you would for determining the density of a solid. Calculate the mass of the fluid, determine its volume, then divide the mass by the volume. In order to mass the fluid, weigh it in a container, pour it out, weigh the empty container, then subtract the mass of the empty container from the mass of the filled container (as shown in the diagram).

## How do you find density with mass and radius?

The mass density of an item may be calculated by dividing the object’s mass M by the volume V of the object. In the case of a sphere, the formula is V = (4/3) R 3, where R is the radius of the sphere.

## What two tools do we use to find density?

Hydrometer. Indirect and precise measurements of density are difficult due to the fact that it is dependent on two different quantities, mass and volume. The concept of density is important when dealing with fluids and flotation because a denser object will always sink into a less dense fluid whereas a denser object will always float on a more dense fluid.

## What is the unit for density?

In solids, the density of a sample is determined by weighing and measuring the volume of the sample.

It is calculated the displacement of liquid induced by a sample that causes displacement inside the liquid by using densimeters as their weighing equipment.

## What are 3 ways to find density?

It will be possible to compute the densities of brass and aluminum based on mass and volume measurements. For the purpose of demonstrating the impact of accuracy on data, three distinct ways of determining volumes will be used: geometrically (by measuring lengths); by water displacement; and by pycnometry (by measuring angles).

## How do you find density without measuring?

The density of an item may be determined using a straightforward approach based on the moment of forces and Archimedes’ principle, without the need to measure the mass and volume of the object. On each side of a pivot on a metre rule, two unknown objects with weights M1 and M2 are balanced, and their respective moment arms are measured using this approach.

## What are the three ways to calculate density?

What are the three density formulae that you should know?

1. To calculate density, use the formula p = m / V. To calculate the mass, use the formula m = p x V. To calculate the volume, use the formula V = m / p.

## How to Calculate the Volume of a Sphere

Documentation Download Documentation Download Documentation For the purposes of geometrical definition, the term “sphere” refers to the collection of points that are a specified distance from a particular point. The provided point is referred to as the center of the sphere, and the given distance between the center of the sphere and the set of points that make up the sphere is referred to as the radius of the sphere, respectively. Many everyday things, such as balls and globes, are shaped like spheres.

## Steps

1. 1Draw the equation for determining the volume of a sphere and write it down. The equation is as follows:V = 4r3r3. The volume of the sphere is represented by the letter “V,” while the radius of the sphere is represented by the letter “r.” 2 Calculate the circumference. If you’ve been provided the radius, you can go to the following stage without delay. If you’re given the diameter, all you have to do is divide it by two to find out what radius you have. Once you’ve determined what it is, make a note of it. Assume that the radius we’re working with is one inch (2.5 cm).
• If you’re just provided the surface area of the sphere, you may calculate the radius by dividing the surface area by the square root of the surface area divided by 4 (the radius of a sphere). In such situation, r = root (surface area/4), and so on.
• s3 Cube the radius of the circle. Simply multiply the radius by itself three times, or increase it to the third power, to get the cube of the radius. Consider the following example: 1 inch 3 is really only 1 inch (2.5 cm) × 1 inch (2.5 cm) x 1 inch (2.5 cm) (2.5 cm). In reality, the outcome of 1 inch 3 is just one, because 1 multiplied by itself any number of times will always equal one. When you give your final answer, you’ll be introducing the inch as a unit of measurement for the first time. Having done so, you may put the cubed radius into the basic equation for determining the volume of a sphere, V = 4 3r3, to get the volume of a sphere. As a result, V = 43 times 1
• If the radius is 2 inches (5.1 cm), for example, you would find 2 3 when you cube it, which is 2 x 2 x 2, or 8
• If the radius is 2 inches (5.1 cm), you would find 2 3 when you cube it.
1. 4Divide the cubed radius by 4/3 to get the square radius. As soon as you’ve punched in r 3, or 1, into the equation, you may multiply the result by 4/3 in order to continue plugging in to the equation,V = 43r3. 4/3 x 1 = 4/3 Now, the equation will read V = 4 3 x 1 or V = 4 3
2. 5Multiply the equation by a factor of three. The final step in determining the volume of a sphere is to use a sphere. You can leave as is, stating the final solution as V = 4 3, as shown in the example. Alternatively, you may enter the symbol into your calculator and multiply the result by 4/3. It is possible to round the value of (roughly 3.14159)x 4/3 to 4.1887, which is equal to 4.19. Don’t forget to include your measurement units as well as the outcome in cubic units in your calculations. The volume of a sphere with a radius of one is equal to 4.19 in. (in inches). 3Advertisement

## Community Q A

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• I’m having trouble figuring out how to compute the volume of a sphere when neither the radius nor the diameter are specified. If you already know the surface area, you can solve the area formula for the radius and use it to figure out the volume of the surface area. It is impossible to calculate the volume without knowing the radius. Question Why isn’t the formula V = pi x R squared x H used instead? Diante WattsAnswer from the Community When measuring spheres, the height is not taken into consideration since they are typically congruent in all directions
• It would also be unnecessary because the radius is taken into consideration
• Question How can I calculate the volume using only the diameter that has been provided? Take the diameter and multiply it by two to get the radius, and then go from there. Question How can I calculate the volume using simply the circumference as a starting point? To find out how far something is, use the circumference formula (C=2r) and rearrange it to find out how far it is (r=C/2r). With the radius (r), you may use it in the volume of a sphere formula (V = 4/3r3) to calculate the volume of a sphere. Question What is the volume of a sphere if the radius is six times its diameter? Smile Answer from the HappyCommunity Use the formula V= 4/3(3.14)(6/3) to get the value of V. The product of 6*6*6 is 216, and the product of 4/3*3.14*216 is 2,712.96. The product of 2*3*216 is 904.32, and the product of 4*3.14*216 is 2,712.96/3 = 904.32. As a result, the total volume would be 904.32
• Question What is the best way to calculate the surface area of a cylinder? The “curved” component of a cylinder is essentially just a rectangle with one side corresponding to the circumference of the cylinder’s circular base on one side. The height of the cylinder is represented by the other side. The surface area of a rectangle may be calculated using the area of a rectangle formula as follows: A = (2 * pi * r) * (h) = 2* pi * r * h. If you want to include the circular ends of the cylinder, multiply the area of the circle by two: 2 * pi * r * h + 2 * pi * r2
• If you don’t, multiply by one. Question How can I find the diameter if I just have the volume to work with? Calculate the radius using the volume formula, and then multiply the radius by two. Question I’m trying to figure out how big a cylindrical water tank with ellipsoidal bottoms is going to be. V=pi *a*b*h, where “a” and “b” represent the semi-major and semi-minor axes of the ellipse, respectively, and “h” represents the height of the cylinder
• Question What is the percentage difference between a sphere with a diameter of 32 mm and a sphere with a diameter of 18 mm? If you’re only interested in the diameters, divide 18 by 32 to get the answer. You will be given a decimal number as a result. Divide the result by 100 to find out what proportion of 32 is represented by 18. Question: If you want to compare the two volumes, you’ll need to cube each diameter and then do the identical division operation on both volumes. What is the volume of a sphere that is 1000 times larger in diameter than another that is 1000 times larger in diameter? One billion times more massive. 1,000,000,000 divided by 1,000,000,000 equals 1,000,000,000.

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• Make certain that all of your measurements are in the same unit. If they aren’t, you’ll have to convert them
• Else, they’ll be useless. It should be noted that the “*” symbol is used as a multiplication sign in order to avoid misunderstanding with the variable “x.” Remember to use cubed units (e.g., 31 ft3) when measuring. If you just want a portion of a sphere, such as half or a quarter, discover the whole volume of the sphere first, then multiply the total volume by the proportion you require. As an example, to calculate the volume of one-half of a sphere with a volume of 8, you might multiply 8 by half or divide 8 by two to obtain four

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## Things You’ll Need

• Calculator (for the purpose of calculating issues that would be inconvenient to accomplish otherwise)
• You will need a pencil and paper (although this is not necessary if you have an advanced calculator)

Due to the fact that WikiHow is a “wiki,” similar to Wikipedia, many of our articles are co-written by numerous authors. Over the course of several months, 109 individuals, some of whom were anonymous, worked to edit and enhance this page. Approximately 2,045,015 people have read this article. Co-authors:109 November 28, 2021 is the most recent update. Views:2,045,015 Summary of the ArticleXThe formula v = 43r3 is used to compute the volume of a sphere, where r is the radius of the sphere in question.

Once you’ve calculated the radius, you can enter it into the formula and run it to determine the volume.

Did you find this overview to be helpful?

AMOUNT OF WORKERS IN THE STRIKE ZONE In baseball, I’m attempting to figure out how big the strike zone is by measuring its volume. The striking zone is depicted in the following picture. Home plate is a rectangle with a triangle affixed to the wide side of the rear of the plate on one side. The home plate is 17 inches in width. This is the portion of the plate that is white. The striking zone does not include the black stripe on the right side of the field. Because just a portion of the ball must penetrate the striking zone, the width of the front half of the plate is 23 inches if you include in the size of the ball on either side and the width of the plate itself.

The height of the striking zone is both subjective and objective (?) in nature, although it is generally accepted to be around 26 inches on average.

This would correspond to a volume of 5083 cubic inches.

The triangle has a base of 23 (17+3+3) inches, which progressively reduces to 0 inches when the sides are added together.

3 inches must be added to each breadth, but not to the end point, as previously stated.

11.5 inches (half of 23 inches) and 8.25 inches (half of 23 inches).

In this case, the height is often believed to be 26 inches tall.

When I add the front 5083 cubic inches and the back 1233 cubic inches, I obtain a total strike volume of 6316 cubic inches on average, based on the data.

The number 6300 cubic inches is a comfortable rounding off point for me. Is it possible that I did something incorrectly? Is my final response relatively near to a “real” strike zone in terms of accuracy? Thank you very much.