The mass of Hydrogen molecule is $$3.32$$×$$10$$−$$24$$ grams if $$1023$$ hydrogen molecules per second strike $$2$$ $$cm2$$ of wall at an angle of $$45$$° with the normal, when moving with a speed of $$105$$ $$cm/s$$. The pressure exerted on the wall is nearly

Question

The mass of Hydrogen molecule is $$3.32$$×$$10$$−$$24$$ grams if $$1023$$ hydrogen molecules per second strike $$2$$ $$cm2$$ of wall at an angle of $$45$$° with the normal, when moving with a speed of $$105$$ $$cm/s$$. The pressure exerted on the wall is nearly

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Pressure $$P=FA=$$ΔPΔ$$t(A)P=2mVcos$$θΔtA⋅Nall given values of various physical quantities are converted into MKS system; $$mass=3.32$$×$$10$$−$$24$$×$$10$$−$$3kg$$;$$velocity=103m/s$$;$$cos45=12$$;$$N=1023=$$ avagadro number;$$time=1$$ $$sec$$;$$Area=2$$×$$10$$−$$4meter2P=2$$×$$3.32$$×$$10$$−$$24$$×$$10$$−$$3$$×$$103$$×$$cos45$$×$$10231$$×$$2$$×$$10$$−$$4P=2350N/m2$$

The mass of Hydrogen molecule is $3.32 \times 10^{- 24}$ grams if 1023 hydrogen molecules per second strike 2 $c m^{2}$ of wall at an angle of 45° with the normal, when moving with a speed of $10^{5}$ cm/s. The pressure exerted on the wall is nearly

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The mass of Hydrogen molecule is 3.32×10−24 grams if 1023 hydrogen molecules per second strike 2 cm2 of wall at an angle of 45° with the normal, when moving with a speed of 105 cm/s. The pressure exerted on the wall is nearly

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Ready to Test Your Skills?

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The mass of Hydrogen molecule is $3.32 \times 10^{- 24}$ grams if 1023 hydrogen molecules per second strike 2 $c m^{2}$ of wall at an angle of 45° with the normal, when moving with a speed of $10^{5}$ cm/s. The pressure exerted on the wall is nearly