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Two cars cover the same distance in a straight line. Car A covers distance at a constant velocity, Car B covers at a constant acceleration? The cables have no mass of their own. The cable to the left T? Is a hot object heavier than the cold one? I have a space station creating artificial gravity via linear acceleration. What was its acceleration? Geometry Charles, et al. Geometry Bass, et al. Algebra 2 Carter, et al. Algebra 2 Holliday, et al. Algebra 2 Burger, et al.

Algebra 2 Larson, et al. Math Power 10 Knill, et al. Algebra and Trigonometry - Book 2 Brown, et al. Algebra 2 Charles, et al. Algebra 2 Wang Algebra 2 Bellman, et al.

Algebra 2 with Trigonometry Smith, et al. Algebra 2 Saxon Mathematics 10 Alexander, et al. College Pre-Algebra Bittinger, et al. College Pre-Algebra Lial, et al. College Pre-Algebra Martin-Gay Introductory Algebra Bittinger, et al.

Beginning Algebra Rockswold, et al. Beginning Algebra Martin-Gay Beginning Algebra Miller, et al. Beginning Algebra Lial, et al. Elementary Algebra Larson, et al. Intermediate Algebra Blitzer Intermediate Algebra Rockswold, et al. Intermediate Algebra Dugopolski, et al. Intermediate Algebra Martin-Gay Intermediate Algebra Larson, et al. Intermediate Algebra Miller, et al. Intermediate Algebra Bittinger, et al. Intermediate Algebra Lial, et al. College Algebra Bittinger, et al. College Algebra Lial, et al.

College Algebra Larson, et al. College Algebra Beecher, et al. College Algebra Rockswold, et al. College Algebra Coburn College Algebra Blitzer College Algebra Dugopolski, et al. Supplementing your child's math lessons with a few problems and worksheets of your own will help you become better acquainted with his or her curriculum, and will help your child perform better in the classroom.

Here are some tips for creating them. This simple addition worksheet is only a sample to help you format your own practice math problems. Calculating Volume Rectangular Prisms A rectangular prism is a solid, 3-dimensional object with three sets of parallel sides that are perpendicular to one another. For example, here's how you would find the volume of a rectangular prism with a length of four feet, a width of two feet and a height of ten feet: To find the volume of a rectangular prism with a height of five meters and a base that's ten square meters, you'd use the following calculations: For a cylinder that's three inches tall and has a base with a radius of five inches, here's how you calculate volume: Here's an example featuring a sphere with a radius of two centimeters: Did you find this useful?

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Substitute this formula into the volume formula, and you get V = (pi) r^2 (h). For a cylinder that's three inches tall and has a base with a radius of five inches, here's how you calculate volume: V = (pi) r^2 (h) V = () (5^2) (3) V = () (25) (3) V = cubic inches Spheres. The formula for the volume of a sphere is V = 4/3 (pi) r^3.

The volume of a solid object is the amount of space that it takes up. Capacity is the volume of liquid or any other substance that a container can hold. You can think of volume as the space something fills up, while capacity is the amount of space that's available to be filled up. Need math homework help? Select your textbook and enter the page you are working on and we will give you the exact lesson you need to finish your math homework!

Below are the formulas for volume of some common solid figures. SchoolTutoring Academy is the premier educational services company for K and college students. We offer tutoring programs for . Can I get some help solving it? Question: Find the volume V of the described solid S. The base of S is an elliptical region with boundary curve 9x 2 + 16y 2 = Cross-sections perpendicular to the x-axis are isosceles right triangles with hypotenuse in the base.