A class consists of 100 boys and 100 girls. A survey was conducted on everyone to determine whether there are more left-handed students or more right-handed students. Each student was either asked "Are you left-handed" or "Are you right-handned", and the results were tabulated as:

**Boys**: 24 out of 30 are left-handed, and 49 out of 70 are right-handed.

**Girls**: 28 out of 70 are left-handed, and 6 out of 30 are right-handed.

By tabulating the data, we have:

Gender | Left-handed | Right-handed |

Boy | \(\frac{24}{30} = \mathbf{80\%}\) | \(\frac{49}{70} = 70\%\) |

Girl | \(\frac{28}{70} = \mathbf{40\%}\) | \(\frac{6}{30} = 20\%\) |

Is it true that there are more left-handed students than right-handed students in this class?

**Note:** Assume that no student is included in more than one statistical representation.

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