The endothermic energy is released when the bond breaks between the atoms. The thermal kinetic energy is stored between the bonds of the nitroglycerin molecule.
<h3>What is Thermal kinetic energy?</h3>
Thermal energy is the total of the kinetic and the potential energy. The kinetic energy is the energy possessed by the object respective to its motion.
The potential energy is the stored energy with respect to the position of the object. The combination of kinetic and potential energy makes the thermal energy and is in the form of heat.
Therefore, the release of the heat from bonds indicates thermal kinetic energy.
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Answer:
C is the answer
Explanation:
because it messes up your skin
The procedures that can be regarded as part of descartes’s rules in science are;
<em>keeping a detailed record of the procedure and results of a scientific experiment</em>
<em>conducting an experiment to confirm the effects of gravity on Earth</em>
<em>solving an expression in steps using the order of operations</em>
<em />
- René Descartes can be regarded as one of the philosopher that brings sbout invention of analytical geometry as well as skepticism which serve as essential part of the scientific method.
- With his analytical geometry relationship between separate fields of geometry and algebra were established.
Descartes has four rules which help him to have a true conclusion about his research, and they are :
- Doubting of everything is allowed
- Every bulk problem must be broken into parts
- Solving of the simplest problem must come first.
- Be thorough.
Therefore, descartes’s rules can be regarded as essential part of scientific method
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<h3>
Answer: 12</h3>
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Explanation:
First lets compute the value of g(1.5)
Plug x = 1.5 into the g(x) function
g(x) = 8 - 3x
g(1.5) = 8 - 3*1.5 <<--- note how every x is replaced with 1.5
g(1.5) = 8 - 4.5
g(1.5) = 3.5
We ultimately want the value of h(g(1.5)), but that is the same as h(3.5) because we found g(1.5) = 3.5; effectively, g(1.5) and 3.5 are the same value.
Let's compute h(3.5) by plugging in x = 3.5 into the h(x) function.
h(x) = 2x + 5
h(3.5) = 2(3.5) + 5
h(3.5) = 7+5
h(3.5) = 12
h(g(1.5)) = 12 which is the final answer
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An alternative track is to first figure out what h(g(x)) would be in general, by first doing this
h(x) = 2x + 5
h(g(x)) = 2*( g(x) ) + 5 <<---- every x replaced with g(x)
h(g(x)) = 2*( 8-3x ) + 5 <<---- the g(x) replaced with 8-3x
h(g(x)) = 16 - 6x + 5
h(g(x)) = -6x + 21
From here, we plug in x = 1.5
h(g(x)) = -6x + 21
h(g(1.5)) = -6*1.5 + 21
h(g(1.5)) = -9 + 21
h(g(1.5)) = 12 which is the same answer as before
