Determine the empirical formula of kelvar use in making bullet proof vest is 70.6% c, 4.2%h, 11.8%n, ad 13,4%n
Answers
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Assuming a basis of 100 g of Kevlar, therefore the masses
are:
C = 70.6 g
H = 4.2 g
N = 11.8 g
O = 13.4 g
We know the molar masses are:
C = 12.01, H = 1.008, N = 14.01, O = 16.00
Calculating for the moles per element:
C = 70.6 / 12.01 = 5.88 mol
H = 4.2 / 1.008 = 4.17 mol
N = 11.8 / 14.01 = 0.84 mol
O = 13.4 / 16 = 0.84 mol
To get the empirical formula, the next step is to divide
everything by the smallest moles = 0.84. So:
C = 7
H = 5
N = 1
O = 1
Hence the empirical formula is:
C7H5NO
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Answer:
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Step-by-step explanation:
Let the mass of compound be 100g
Let the mass of compound be 100gC=70.6g=
Let the mass of compound be 100gC=70.6g= 12
Let the mass of compound be 100gC=70.6g= 1270.6
Let the mass of compound be 100gC=70.6g= 1270.6
Let the mass of compound be 100gC=70.6g= 1270.6 moles =5.88 moles
Let the mass of compound be 100gC=70.6g= 1270.6 moles =5.88 moles H=4.2g=
Let the mass of compound be 100gC=70.6g= 1270.6 moles =5.88 moles H=4.2g= 1
Let the mass of compound be 100gC=70.6g= 1270.6 moles =5.88 moles H=4.2g= 14.2
Let the mass of compound be 100gC=70.6g= 1270.6 moles =5.88 moles H=4.2g= 14.2
Let the mass of compound be 100gC=70.6g= 1270.6 moles =5.88 moles H=4.2g= 14.2 moles =4.2 moles
Let the mass of compound be 100gC=70.6g= 1270.6 moles =5.88 moles H=4.2g= 14.2 moles =4.2 moles N=11.8g=
Let the mass of compound be 100gC=70.6g= 1270.6 moles =5.88 moles H=4.2g= 14.2 moles =4.2 moles N=11.8g= 14
Let the mass of compound be 100gC=70.6g= 1270.6 moles =5.88 moles H=4.2g= 14.2 moles =4.2 moles N=11.8g= 1411.8
Let the mass of compound be 100gC=70.6g= 1270.6 moles =5.88 moles H=4.2g= 14.2 moles =4.2 moles N=11.8g= 1411.8
Let the mass of compound be 100gC=70.6g= 1270.6 moles =5.88 moles H=4.2g= 14.2 moles =4.2 moles N=11.8g= 1411.8 moles =0.84 moles
Let the mass of compound be 100gC=70.6g= 1270.6 moles =5.88 moles H=4.2g= 14.2 moles =4.2 moles N=11.8g= 1411.8 moles =0.84 moles O=13.4g=
Let the mass of compound be 100gC=70.6g= 1270.6 moles =5.88 moles H=4.2g= 14.2 moles =4.2 moles N=11.8g= 1411.8 moles =0.84 moles O=13.4g= 16
Let the mass of compound be 100gC=70.6g= 1270.6 moles =5.88 moles H=4.2g= 14.2 moles =4.2 moles N=11.8g= 1411.8 moles =0.84 moles O=13.4g= 1613.4
Let the mass of compound be 100gC=70.6g= 1270.6 moles =5.88 moles H=4.2g= 14.2 moles =4.2 moles N=11.8g= 1411.8 moles =0.84 moles O=13.4g= 1613.4
Let the mass of compound be 100gC=70.6g= 1270.6 moles =5.88 moles H=4.2g= 14.2 moles =4.2 moles N=11.8g= 1411.8 moles =0.84 moles O=13.4g= 1613.4 moles =0.84 moles
Let the mass of compound be 100gC=70.6g= 1270.6 moles =5.88 moles H=4.2g= 14.2 moles =4.2 moles N=11.8g= 1411.8 moles =0.84 moles O=13.4g= 1613.4 moles =0.84 moles C:H:N:O=5.88:4.2:0.84:0.84
Let the mass of compound be 100gC=70.6g= 1270.6 moles =5.88 moles H=4.2g= 14.2 moles =4.2 moles N=11.8g= 1411.8 moles =0.84 moles O=13.4g= 1613.4 moles =0.84 moles C:H:N:O=5.88:4.2:0.84:0.84C:H:N:O=7:5:1:1
Let the mass of compound be 100gC=70.6g= 1270.6 moles =5.88 moles H=4.2g= 14.2 moles =4.2 moles N=11.8g= 1411.8 moles =0.84 moles O=13.4g= 1613.4 moles =0.84 moles C:H:N:O=5.88:4.2:0.84:0.84C:H:N:O=7:5:1:1Therefore, empirical formula of Kelvar is C 7H5NO
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