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  • Balancing Equation help!

    I need to balance this equation...and the Hydrogens are kinda throwing me off with balancing the number of atoms for it

    __HC2H3O2 + __Ba(OH)2 > __H2O + __Ba (C2H3O2)2

    thanks in advance.

  • #2
    Okay, this is a simple acid/bace equation.
    The "H" from the Acetic Acid will combine with the "OH" from your base to produce H20.
    You can use the formula for double displacement (Ax +By -> Bx + Ay) to combine the Acetate with the Barium.

    So, you have:
    HC2H3O2 + Ba(OH)2 -> H2O + Ba(C2H3O2)2

    Since Barium has a charge of +2 and Acetate has a charge of -1, you need 2 Acetate compounds to balance their charge.

    Now, you need to count the elements on each side of the equation, to make sure they are balanced.
    There are 6 H atoms on the left side, but there are 8 H atoms on the right side.
    There are 2 atoms of C on the left side of the equation, but there are 4 on the right.
    There are 4 atoms of O on the left side, but there are 5 on the right side.
    And there are 2 atoms of Ba on both sides.

    So, the H, C, and O need to be balanced.

    By placing coefficients in front of compounds in the formula, you can easily balance the equation.

    Balanced equation:
    2 HC2H3O2 + Ba(OH)2 -> 2 H20 + Ba(C2H3O2)2


    To check, again count the number of elements on each side of the equation.

    There are 10 H atoms on both sides, 4 C atoms on both sides, 6 O atoms on both sides, and 2 Ba atoms on both sides.

    The chemical equation is balanced.
    Even Adobe Photoshop can't change me.

    A line[Durrand line] of hatred that raised a wall between the two brothers -Hamid Karzai

    For generations, the Hindus of India prayed for deliverance from "the venom of the cobra, the teeth of the tiger and the vengeance of the Afghan."


    The men of Kábul and Khilj also went home; and whenever they were questioned about the Musulmáns of the Kohistán (the mountains), and how matters stood there, they said, "Don't call it Kohistán, but Afghánistán; for there is nothing there but Afgháns and disturbances." Thus it is clear that for this reason the people of the country call their home in their own language Afghánistán, and themselves Afgháns. The people of India call them Patán; but the reason for this is not known. But it occurs to me, that when, under the rule of Muhammadan sovereigns, Musulmáns first came to the city of Patná, and dwelt there, the people of India (for that reason) called them Patáns—but God knows!

    -Ferishta, 1560–1620

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    • #3
      ^ thank you

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      • #4
        Originally posted by Laila View Post
        I need to balance this equation...and the Hydrogens are kinda throwing me off with balancing the number of atoms for it

        __HC2H3O2 + __Ba(OH)2 > __H2O + __Ba (C2H3O2)2

        thanks in advance.
        2HC2H3O2 + Ba(OH)2 --> 2H2O + Ba (C2H3O2)2

        Comment


        • #5
          oops too late again :/

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          • #6
            Thanks i got it now...i knew i had it, i just forgot to add my 2H2O for the product since its on the computer....thanks

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            • #7
              Originally posted by Baidariwal View Post
              oops too late again :/
              Your effort is appreciated Baidariwal. You might even help me when I am in need of assistance. Never feel discouraged wror jaana.
              Even Adobe Photoshop can't change me.

              A line[Durrand line] of hatred that raised a wall between the two brothers -Hamid Karzai

              For generations, the Hindus of India prayed for deliverance from "the venom of the cobra, the teeth of the tiger and the vengeance of the Afghan."


              The men of Kábul and Khilj also went home; and whenever they were questioned about the Musulmáns of the Kohistán (the mountains), and how matters stood there, they said, "Don't call it Kohistán, but Afghánistán; for there is nothing there but Afgháns and disturbances." Thus it is clear that for this reason the people of the country call their home in their own language Afghánistán, and themselves Afgháns. The people of India call them Patán; but the reason for this is not known. But it occurs to me, that when, under the rule of Muhammadan sovereigns, Musulmáns first came to the city of Patná, and dwelt there, the people of India (for that reason) called them Patáns—but God knows!

              -Ferishta, 1560–1620

              Comment


              • #8
                I know this is late but let me just throw my two cents for those who might need it later. The algebraic method of balancing chemical equations that I am gonna show is good for balancing more complicated reactions.

                HC2H3O2 + Ba(OH)2 -> H2O + Ba(C2H3O2)2

                What we do is place letters in front of each molecule:
                aHC2H3O2 + bBa(OH)2 -> cH2O + dBa(C2H3O2)2

                Now we write # of each atom in terms of these letters (multiply the letter by the # of each atom), like so:

                Let's solve in terms of a (you can solve for any variable that you like)
                Carbon
                :
                2a = 4d
                d = (1/2)a

                Barium:
                b = d

                Oxygen

                2a + 2b = c + 4d
                Since d = (1/2) from above equation we rewrite this as:
                2a + 2b = c + 4(1/2)a
                2a + 2b = c + 2a
                c = 2d
                Since b = d (see Barium), and d = (1/2)a:
                c = 2(1/2)a
                c = a

                Now that we have solved all the variables in terms of a, we can rewrite the reaction as:
                a = a
                b = d = (1/2)a
                c = a
                d = (1/2)a

                aHC2H3O2 + (1/2)aBa(OH)2 -> aH2O + (1/2)Ba(C2H3O2)2
                Multiply by 2 to get rid of fractions (since you can't have "half" of an atom):


                2aHC2H3O2 + aBa(OH)2 -> 2aH2O + aBa(C2H3O2)2
                Now all you have to do is chose a number for a, in our case, we will chose 1 to be a (a = 1). Now just plug in 1 where you see "a" in the reaction.

                2(1)HC2H3O2 + 1Ba(OH)2 -> 2(1)H2O + 1Ba(C2H3O2)2
                and here you have it, a balanced equation:

                2HC2H3O2 + Ba(OH)2 -> 2H2O + Ba(C2H3O2)2

                This method is a more systematic way of balancing equations. It is good for more complicated equations that cannot be balanced by simply using trial and error method.

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                • #9
                  bravo i remember doing this back in high school

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