A 305 g rock is suspended in water, with the spring scale exerting a force FE = 2.10 N on it.
Find the buoyant force acting on the rock: FB = ________ N (3 SF). Find the rock's volume: V = ________ cm3 (3 SF) and the rock's density: ______ g/cm3 (3 SF)
A 305 g rock is suspended in water, with the spring scale exerting a force FE...
3. Suppose you have a rock with a mass of 305 g. When attached to a spring scale and lowered completely into water the spring scale reads Fe 2.10 N. Note that this reading is significantly lower than the rock's weight Fo Mg (3 N), because of the buoyant force helping to support it. From this information, calculate the following: (a) Fe: the magnitude of the buoyant force exerted on the rock. Use N2L in conjunction with the FBD shown...
7. A solid rock ,suspended in air by a spring scale, has a measured weight of 72 x(# N) newton. When the rock is submerged in water, scale reads 1/3 x(#N) newton. What is a specific density of the rock? Density of water pw=1000 kg/m"; SG= Prock /pw ; B= pw Vg; a) None of these is true b)4.55 c)5.99 d) 1.22 e)2.42
4. When a solid object is suspended from a spring scale in air the scale reads 21.7N. The object is then completely submerged in water and the spring scale reads 16.6N. Draw a free-body diagram for the object suspended from the scale in air. You may ignore the very small buoyant force from the air. Using a Newton's 2 nd law equation for the vertical direction on your FBD determine the mass of the object. Draw a free-body diagram for...
A 4.1kg rock whose density is 4600kg/m^3 is suspended by a string such that half of the rock's volume is under water. What is the tension in the string?(In N)
P1. (10 points) A rock is suspended from a scale that reads 20.0 N (in air). A beaker of water (having a density of 1000 kg/m3) is raised up so the rock is totally submerged in the water. The scale now reads 12.5 N. What is the density of the material of rock?
A solid block is attached to a spring scale. When the block is suspended in air, the scale reads 20.1 N; when it is completely immersed in water, the scale reads 16.7 N. A.) What is the volume of the block? B.) What is the density of the block?
A solid block is attached to a spring scale. When the block is suspended in air the scale reads 15.0 N; when it is completely immersed in water the scale reads 13.1 N. (a) What is the block's volume? _____ m3 (b) What is the block's density? ______kg/m3
When an object is suspended from a spring balance (figure (a)) the reading is 7.60 N. When the suspended object is submerged in water (figure (b)) the reading is 6.10 N. a. What is the buoyant force on the object? N b. What is the volume of the object? m3 c. What is the density of the object? kg/m3
A 585 g piece of copper (specific gravity 9.0) is suspended from a spring scale and is submerged in water. What force does the spring scale read? MUST BE IN NEWTONS ____N
An object suspended from a spring scale weighs 0.56 N in air. The same object completely submerged in water and suspended from the same spring scale weighs 0. P(water) = 1 g/ml = 1 g/cm^3 = 1000 kg/m^3 Draw a clearly labeled free body diagram for: i. The mass suspended from the spring balance in air ii. The mass suspended from the the spring balance in water