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Given the reaction: $$xP_{H_4} + yO_2 \rightarrow P_{o_{10}} + zH_2O$$ The equation is balanced when: A $x = 1$, $y = 5$, $z = 4$ B $x = 4$, $y = 6$, $z = 2$ C $x = 2$, $y = 7$, $z = 4$ D $x = 2$, $y = 5$, $z = 2$ - Scottish Highers Chemistry - Question 6 - 2017

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Question 6

Given-the-reaction:--$$xP_{H_4}-+-yO_2-\rightarrow-P_{o_{10}}-+-zH_2O$$--The-equation-is-balanced-when:-A--$x-=-1$,-$y-=-5$,-$z-=-4$-B--$x-=-4$,-$y-=-6$,-$z-=-2$-C--$x-=-2$,-$y-=-7$,-$z-=-4$-D--$x-=-2$,-$y-=-5$,-$z-=-2$-Scottish Highers Chemistry-Question 6-2017.png

Given the reaction: $$xP_{H_4} + yO_2 \rightarrow P_{o_{10}} + zH_2O$$ The equation is balanced when: A $x = 1$, $y = 5$, $z = 4$ B $x = 4$, $y = 6$, $z = 2$ C ... show full transcript

Worked Solution & Example Answer:Given the reaction: $$xP_{H_4} + yO_2 \rightarrow P_{o_{10}} + zH_2O$$ The equation is balanced when: A $x = 1$, $y = 5$, $z = 4$ B $x = 4$, $y = 6$, $z = 2$ C $x = 2$, $y = 7$, $z = 4$ D $x = 2$, $y = 5$, $z = 2$ - Scottish Highers Chemistry - Question 6 - 2017

Step 1

Identify the Balanced Equation

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Answer

To determine the appropriate values of x, y, and z that balance the given chemical equation, we need to ensure that the number of atoms of each element is the same on both sides of the equation.

Step 2

Substitute Each Option

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Answer

Let's evaluate the provided options:

  1. For option A: x=1x = 1, y=5y = 5, z=4z = 4.

    • Lefthand Side (LHS): 1 P + 10 H + 10 O = 1 P + 5 O = 10 H
    • Righthand Side (RHS): 1 P + 4 H + 10 O = 1 P + 5 O = 10 H

    Balancing appears correct.

  2. For option B: x=4x = 4, y=6y = 6, z=2z = 2.

    • This results in an imbalance of O. This option can be disregarded.
  3. For option C: x=2x = 2, y=7y = 7, z=4z = 4.

    • Results in an imbalance as well. Again, it does not satisfy.
  4. For option D: x=2x = 2, y=5y = 5, z=2z = 2.

    • This shows an imbalance upon reviewing; hence it is incorrect.

Step 3

Final Answer

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Answer

The correct choice is C: x=2x = 2, y=7y = 7, z=4z = 4.

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