BIO A Thermodynamic Process in an Insect. The African bombardier beetle ( Stenaptinus insignis ) can emit a jet of defensive spray from the movable tip of its abdomen ( Fig. P 17.91 ). The beetle’s body has reservoirs containing two chemicals; when the beetle is disturbed, these chemicals combine in a reaction chamber, producing a compound that is warmed from 20°C to 100°C by the heat of reaction. The high pressure produced allows the compound to be sprayed out at speeds up to 19 m/s (68 km/h), scaring away predators of all kinds. (The beetle shown in Fig. P17.91 is 2 cm long.) Calculate the heat of reaction of the two chemicals (in J/kg). Assume that the specific heat of the chemicals and of the spray is the same as that of water, 4.19 × 10 3 J/kg · K, and that the initial temperature of the chemicals is 20°C. Figure P17.91
BIO A Thermodynamic Process in an Insect. The African bombardier beetle ( Stenaptinus insignis ) can emit a jet of defensive spray from the movable tip of its abdomen ( Fig. P 17.91 ). The beetle’s body has reservoirs containing two chemicals; when the beetle is disturbed, these chemicals combine in a reaction chamber, producing a compound that is warmed from 20°C to 100°C by the heat of reaction. The high pressure produced allows the compound to be sprayed out at speeds up to 19 m/s (68 km/h), scaring away predators of all kinds. (The beetle shown in Fig. P17.91 is 2 cm long.) Calculate the heat of reaction of the two chemicals (in J/kg). Assume that the specific heat of the chemicals and of the spray is the same as that of water, 4.19 × 10 3 J/kg · K, and that the initial temperature of the chemicals is 20°C. Figure P17.91
BIO A Thermodynamic Process in an Insect. The African bombardier beetle (Stenaptinus insignis) can emit a jet of defensive spray from the movable tip of its abdomen (Fig. P 17.91). The beetle’s body has reservoirs containing two chemicals; when the beetle is disturbed, these chemicals combine in a reaction chamber, producing a compound that is warmed from 20°C to 100°C by the heat of reaction. The high pressure produced allows the compound to be sprayed out at speeds up to 19 m/s (68 km/h), scaring away predators of all kinds. (The beetle shown in Fig. P17.91 is 2 cm long.) Calculate the heat of reaction of the two chemicals (in J/kg). Assume that the specific heat of the chemicals and of the spray is the same as that of water, 4.19 × 103 J/kg · K, and that the initial temperature of the chemicals is 20°C.
Figure P17.91
Science that deals with the amount of energy transferred from one equilibrium state to another equilibrium state.
Q: What is the direction of the force on the current carrying conductor in the
magnetic field in each of the cases 1 to 8 shown below?
(1)
B
B
B into page
X X X
x
X X X X
(2)
B
11 -10°
B
x I
B
I out of page
(3)
I into page
(4)
B out of page
out of page
I
N
N
S
x X X X
I
X
X X X
I
(5)
(6)
(7)
(8)
S
Q: What is the direction of the magnetic field at point A, due to the current I in a
wire, in each of the cases 1 to 6 shown below? Note: point A is in the plane of the
page.
▪A
I
I
▪A
(1)
(2)
▪A
• I (out of page)
(3)
▪A
I
x I (into page)
▪A
▪A
I
(4)
(5)
(6)
A tennis ball is thrown into the air with initial speed vo=46 m/s and angle (theta) 38 degrees from the ground. Find the distance it travels (x) when it hits the ground.
Chapter 17 Solutions
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