Question #192191

To neutralize 100 g of HNO3 solution, 30 cm3 of 15% NaOH solution with a density of 1.15 g / cm3 was used. Calculate the mass fraction (in%) of nitric acid in the solution!


1
Expert's answer
2021-05-17T04:20:18-0400

Let the mass of the total solution =100 gm

So mass of the NaOHNaOH becomes=15 gm {That is 15% of the mass of the solution}


dsolution=msolutionVsolutiond_{solution}=\dfrac{m_{solution}}{V_{solution}}


Vsolution=1001.15=86.95mlV_{solution}=\dfrac{100}{1.15} =86.95ml


nNaOH=1540=0.375molesn_{NaOH}=\dfrac{15}{40}=0.375moles


Molarity of NaOH == nNaOHVsolution×1000=0.37586.95×1000=4.31M\dfrac{n_{NaOH}}{V_{solution}}\times1000=\dfrac{0.375}{86.95}\times1000=4.31M


Moles of NaOH required =4.31×301000=0.129moles=4.31\times \dfrac{30}{1000}=0.129 moles


Moles of HNO3HNO_3 needed (nHNO3)(n_{HNO_3}) =0.129moles=0.129moles


nHNO3=mHNO3molarmassn_{HNO_3}=\dfrac{m_{HNO_3}}{molarmass}


Mass of HNO3=0.129×63=8.127gmHNO_3=0.129\times63=8.127gm


Now mass fraction of HNO3=8.127100×100=8.127HNO_3=\dfrac{8.127}{100}\times100=8.127 %


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