Webb984 feet 3.024 inches. 7. 207.264 meters. 8. 380 feet 9 inches. 9. 0.075 meter. ... 2.4.2 cm 3.1716 cubic meters 4.5 mm 5.8.4 cubic liters. Step-by-step explanation: The formula for finding the volume of a rectangular prism is: V = a*b*c (where a, b and c are the length, width and height of the rectangular ... WebbTo calculate the volume of a box, you need to know its height, width, and depth. You can find the volume by multiplying these three dimensions together. This formula works regardless of the units you are using (e.g. meters, feet), he method is the same - just make sure your units match up!
How to Calculate Volume in Cubic Centimeters Sciencing
WebbWork out the mass of this triangular prism if the density is 3 g/cm³. This time, we are asked to work out the mass, so we'll need the formula for mass (Mass = Density * Volume). In this question, we are given the density but not the volume, so let’s begin by calculating the volume of the triangular prism. The cross sectional area of the ... Webb11 jan. 2024 · The χ M T product of 2 decreases slightly upon decreasing of the temperature, reaching the value of 11.93 cm 3 Kmol −1 at 20 K, and then drops rapidly to the value of 5.46 cm 3 Kmol −1 at 2 K. The decrease of the χ M T product at low temperatures is mainly governed by the thermal depopulation of the ground state … try again something happened on our end
Grade 7 Mathematics, Unit 7.12 - Open Up Resources
Webb9 juni 2024 · Use unit cubes or graph paper to find how many 1-inch cubes could fit into a rectangular prism with edge lengths shown. Describe how you found your answer. Answer: 24 inches Explanation: The volume is found using the formula: Volume = Length × Width × Height Which is usually shortened to: V = l × w × h V = 4 x 2 x 3 = 24 Webb8 dec. 2024 · Square the radius of the circle and multiply the result by "pi" (the symbol π), or approximately 3.14. Multiply this result by the cylinder's height to get its volume. So if the base of your cylinder has a radius of 3 cm, its area is … WebbThe volume of the right triangular prism shown is 96 cubic centimeters (cm^3 ). What is the area, in cm^2 , of one of the triangular bases of the prism? philips tah5205 driver