Respuesta :
Answer:
Your answer will be 118 cm^3.
Explanation:
V1/T1 = V2/T2, so V2 = V1T2/T1. 60C = 333K and 120C = 393K.
V2 = (100cm3)(393K)/(333K) = 118 cm3
Volume is defined as the amount of space a substance acquire. After increasing the temperature, the new volume of the balloon be [tex]\bold{118\; cm^3.}[/tex]
What is volume?
Volume expresses the amount of space a substance or abject occupies.
Given,
Initial Volume of the balloon is [tex]\bold{100\; cm^3.}[/tex]
Initial temperature of the 60°c
final temperature of the 120°c
Now, by the formula of ideal gas law
[tex]\dfrac{V^1}{T^1 } =\dfrac{V^2}{T^2} \\\\\dfrac{100}{60^\circ C } =\dfrac{V^2}{120^\circ C}= 118\;cm^3[/tex]
Thus, the final volume is [tex]\bold{118\; cm^3.}[/tex]
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