DIRECTIONS: Solve completely what is given and required by converting the units based on the DENSITY units. EXPRESSED ALL ANSWER TO SCIENTIFIC NOTATION to THREE SIGNIFICANT FIGURES for all the final answer and enclosed with a box each converted units and affix the required units.

icon
Related questions
Question

The picture is the complete solution guidee. Pls make it like that

 

 

 

DIRECTIONS: Solve completely what is given and required by converting the units based on the DENSITY units. EXPRESSED ALL ANSWER TO SCIENTIFIC NOTATION to THREE SIGNIFICANT FIGURES for all the final answer and enclosed with a box each converted units and affix the required units.

 

 

 

 

SET C : A 7.5 oz of spherical pebbles has a radius of 1.75mm. Calculate the density in g/L and its specific gravity?

 

V= 4/3 πr ³

SET A: A 3.0g of cubic ice has a dimension of 1.5 cm. in each sides. Calculate the
density into Ibs./ft, and also its specific gravity?
V = S
Given:
Solution:
P=2
M = 3.0 g – Ibs.
1x 100g
= 3.0 g x
1 Kg
1x103g
2.2 lbs
M = 3.0 g
1 g
1 Kg
(3.0) (1x 100) (2.2)
= 6.6 x 10° Ibs.
V = 1.5° cm
1x 103
= 3.38 cm
V = 3.38 cm – ft
1 in.3
16.387 cm3
1 ft3
1728 in.3
= 3.38 cm x
(3.38)
= 1.19 x 104 ft
(16.387) (1728)
Final Given:
6.6 x 10-3 lbs.
5.55 x 10' Ibs./ft?
P = ?
1.19 x 10-4 ft3
5.55 x 101 lbs./ft3
62.4 lbs./ft3
M = 6.6 x 10 Ibs.
Sp. Gr. =
= 8.89 x 101
V = 1.19 x 104 ft
Transcribed Image Text:SET A: A 3.0g of cubic ice has a dimension of 1.5 cm. in each sides. Calculate the density into Ibs./ft, and also its specific gravity? V = S Given: Solution: P=2 M = 3.0 g – Ibs. 1x 100g = 3.0 g x 1 Kg 1x103g 2.2 lbs M = 3.0 g 1 g 1 Kg (3.0) (1x 100) (2.2) = 6.6 x 10° Ibs. V = 1.5° cm 1x 103 = 3.38 cm V = 3.38 cm – ft 1 in.3 16.387 cm3 1 ft3 1728 in.3 = 3.38 cm x (3.38) = 1.19 x 104 ft (16.387) (1728) Final Given: 6.6 x 10-3 lbs. 5.55 x 10' Ibs./ft? P = ? 1.19 x 10-4 ft3 5.55 x 101 lbs./ft3 62.4 lbs./ft3 M = 6.6 x 10 Ibs. Sp. Gr. = = 8.89 x 101 V = 1.19 x 104 ft
Expert Solution
steps

Step by step

Solved in 3 steps

Blurred answer