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Identify the average score (Moy.) and coefficient (Coeff.) for each subject.

Mathematics

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Answer

9.40\text{9.40}

Step-by-step solution

4 steps

  1. Identify the average score (Moy.) and coefficient (Coeff.) for each subject.

    • ANGLAIS: Moy. 4.9, Coeff. 4
    • FRANCAIS: Moy. 11, Coeff. 4
    • EDUCATION A LA CITOYENNETE ET A LA MORALE: Moy. 13, Coeff. 1
    • GEOGRAPHIE: Moy. 11, Coeff. 1
    • HISTOIRE: Moy. 11.3, Coeff. 2
    • INFORMATIQUE: Moy. 11, Coeff. 2
    • MATHEMATIQUES: Moy. 7, Coeff. 4
    • SCIENCES: Moy. 13, Coeff. 2
    • EDUCATION ARTISTIQUE ET CULTURELLE: Moy. 12, Coeff. 1
    • CONDUITE: Moy. 16, Coeff. 1
    • ECONOMIE SOCIALE ET FAMILIALE (ESF): Moy. 2, Coeff. 1

  2. Calculate the total weighted score by multiplying each subject's average by its coefficient and summing the results.

    Total Weighted Score=(4.9×4)+(11×4)+(13×1)+(11×1)+(11.3×2)+(11×2)+(7×4)+(13×2)+(12×1)+(16×1)+(2×1)\text{Total Weighted Score} = (4.9 \times 4) + (11 \times 4) + (13 \times 1) + (11 \times 1) + (11.3 \times 2) + (11 \times 2) + (7 \times 4) + (13 \times 2) + (12 \times 1) + (16 \times 1) + (2 \times 1) Total Weighted Score=19.6+44+13+11+22.6+22+28+26+12+16+2\text{Total Weighted Score} = 19.6 + 44 + 13 + 11 + 22.6 + 22 + 28 + 26 + 12 + 16 + 2 Total Weighted Score=216.2\text{Total Weighted Score} = 216.2

  3. Calculate the total sum of coefficients.

    Total Coefficients=4+4+1+1+2+2+4+2+1+1+1\text{Total Coefficients} = 4 + 4 + 1 + 1 + 2 + 2 + 4 + 2 + 1 + 1 + 1 Total Coefficients=23\text{Total Coefficients} = 23

  4. Calculate the overall average by dividing the total weighted score by the total coefficients.

    Overall Average=Total Weighted ScoreTotal Coefficients\text{Overall Average} = \frac{\text{Total Weighted Score}}{\text{Total Coefficients}} Overall Average=216.223\text{Overall Average} = \frac{216.2}{23} Overall Average≈9.40\text{Overall Average} \approx 9.40

    The overall average is 9.40\text{9.40}.

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