rectangular prisms\nto calculate the volume of prism 1, multiply the length×width×height. for prism 2, use…

rectangular prisms\nto calculate the volume of prism 1, multiply the length×width×height. for prism 2, use the known values of the mass and density to calculate the volume. round answers to the nearest tenth.\nprism 1\nmass: 25 g\nvolume: 2.1 cm³\ndensity: 11.9 g/cm³\nlength (2.7 cm)\nwidth (0.76 cm)\nheight (1 cm)\nprism 2\nmass: 12 g\nvolume: 1.3 cm³\ndensity: 9.2 g/cm³\nprism 3\nmass: 136.6 g\nvolume: 15.7 cm³\ndensity: 8.7 g/cm³\nliquid density\ndirections\nstep 1: calculate the density of the six liquids. do not round the final answer.\n|liquid|color|mass|volume|density|\n|--|--|--|--|--|\n|liquid a|blue|50 g|50 ml||\n|liquid b|orange|63.5 g|50 ml||\n|liquid c|green|59.5 g|50 ml||\n|liquid d|red|82.5 g|50 ml||\n|liquid e|pink|40 g|50 ml||\n|liquid f|purple|48 g|50 ml||\nstep 2: use the data from the table to label and color the layers in the density - column jar. layer c has been labeled for you. *hint: less dense objects float on top of more dense objects.\ndensity column\nliquid c (1.19 g/ml)

rectangular prisms\nto calculate the volume of prism 1, multiply the length×width×height. for prism 2, use the known values of the mass and density to calculate the volume. round answers to the nearest tenth.\nprism 1\nmass: 25 g\nvolume: 2.1 cm³\ndensity: 11.9 g/cm³\nlength (2.7 cm)\nwidth (0.76 cm)\nheight (1 cm)\nprism 2\nmass: 12 g\nvolume: 1.3 cm³\ndensity: 9.2 g/cm³\nprism 3\nmass: 136.6 g\nvolume: 15.7 cm³\ndensity: 8.7 g/cm³\nliquid density\ndirections\nstep 1: calculate the density of the six liquids. do not round the final answer.\n|liquid|color|mass|volume|density|\n|--|--|--|--|--|\n|liquid a|blue|50 g|50 ml||\n|liquid b|orange|63.5 g|50 ml||\n|liquid c|green|59.5 g|50 ml||\n|liquid d|red|82.5 g|50 ml||\n|liquid e|pink|40 g|50 ml||\n|liquid f|purple|48 g|50 ml||\nstep 2: use the data from the table to label and color the layers in the density - column jar. layer c has been labeled for you. *hint: less dense objects float on top of more dense objects.\ndensity column\nliquid c (1.19 g/ml)

Answer

Explanation:

Step1: Recall density formula

The formula for density is $\rho=\frac{m}{V}$, where $\rho$ is density, $m$ is mass and $V$ is volume.

Step2: Calculate density of Liquid A

For Liquid A, $m = 50\ g$ and $V=50\ mL$. Substitute into the formula: $\rho_A=\frac{50\ g}{50\ mL}=1\ g/mL$.

Step3: Calculate density of Liquid B

For Liquid B, $m = 63.5\ g$ and $V = 50\ mL$. Then $\rho_B=\frac{63.5\ g}{50\ mL}=1.27\ g/mL$.

Step4: Calculate density of Liquid C

For Liquid C, $m = 59.5\ g$ and $V = 50\ mL$. So $\rho_C=\frac{59.5\ g}{50\ mL}=1.19\ g/mL$.

Step5: Calculate density of Liquid D

For Liquid D, $m = 82.5\ g$ and $V = 50\ mL$. Thus $\rho_D=\frac{82.5\ g}{50\ mL}=1.65\ g/mL$.

Step6: Calculate density of Liquid E

For Liquid E, $m = 40\ g$ and $V = 50\ mL$. Hence $\rho_E=\frac{40\ g}{50\ mL}=0.8\ g/mL$.

Step7: Calculate density of Liquid F

For Liquid F, $m = 48\ g$ and $V = 50\ mL$. Therefore $\rho_F=\frac{48\ g}{50\ mL}=0.96\ g/mL$.

Answer:

Liquid Color Mass Volume Density
Liquid A Blue 50 g 50 mL 1 g/mL
Liquid B Orange 63.5 g 50 mL 1.27 g/mL
Liquid C Green 59.5 g 50 mL 1.19 g/mL
Liquid D Red 82.5 g 50 mL 1.65 g/mL
Liquid E Pink 40 g 50 mL 0.8 g/mL
Liquid F Purple 48 g 50 mL 0.96 g/mL