<p>This one is different right because they ask for bond energy not heat of formation
delta h=bonds broken-bonds formed (reactants - products)
delta h is positive so the bond energy of reactants must be larger than the products</p>
<p>Whoever said I gave my answer for bond energy required in molecules, that is not what I put. Notice I multiplied (242000J/mol)(1mol/(6.022x10^23 bonds)), so the end becomes J/bond, which is what they want.</p>
<p>For 5 d. yeah it’s products minus reactants, but it’s POTENTIAL energy products - POTENTIAL energy reactants. If delta h is positive, it is endothermic. If it is endothermic, that means it absorbed energy (also got cooler). If that happens, doesn’t that energy go into the bonds? I am like 90% sure that if it’s endothermic then it absorbs bond energy. But don’t kill me if I’m wrong.</p>
<p>Because if delta h is positive, then that means it is endothermic (let’s say 50), which means that the energy is on the reactant side. In that case, if you used kinetic energy products-kinetic energy reactants, you get 0-50, which gives delta h is -50. That would mean it is exothermic. But it’s not! So it is potential energy products-potential energy reactants.</p>
<p>O hm… I never thought of it that way. I thought of it as the energy released when the bonds were broken was not as much energy stored in the original bonds of the reactants hence positive delta h</p>
<p>Hm, for bond energies you use reactants - products.</p>
<p>The bond energy is a measure of how much energy it takes to break the bond, or of how much energy is released when the bond forms. Thus,</p>
<p>+reactants (positive energy going in to break the bond) - products (negative energy released when the new bonds form)</p>
<p>gives you the correct +/- terms for bond energy, as breaking reactant bonds is positive (endothermic) and forming product bonds is negative (exothermic).</p>