Les nombres relatifs - 5e
Représentations des relatifs et des décimaux
Exercice 1 : Placer un point sur un axe de graduation 1 qui démarre à 0 (décimaux)
Placer le point qui a pour abscisse \(2\)
Exercice 2 : Sur un axe de graduation 1
Déterminer la distance entre les points \( C \) et \( A \) représentés ci-dessous :
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On donnera la réponse sous la forme d'un entier ou d'un nombre décimal non entier.
Exercice 3 : Trouver l'abscisse d'un point sur un axe qui ne démarre pas à 0 de graduation au centième (nombres décimaux positifs)
Quelle est l'abscisse du point B ?
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-0.1], [16.999, 0.1], {"stroke": "#000000"}], [[17.0, -0.1], [17.0, 0.1], {"stroke": "#000000"}], [[17.001, -0.1], [17.001, 0.1], {"stroke": "#000000"}], [[17.002, -0.1], [17.002, 0.1], {"stroke": "#000000"}], [[17.003, -0.1], [17.003, 0.1], {"stroke": "#000000"}], [[17.004, -0.1], [17.004, 0.1], {"stroke": "#000000"}], [[17.005, -0.1], [17.005, 0.1], {"stroke": "#000000"}], [[17.006, -0.1], [17.006, 0.1], {"stroke": "#000000"}], [[17.007, -0.1], [17.007, 0.1], {"stroke": "#000000"}], [[17.008, -0.1], [17.008, 0.1], {"stroke": "#000000"}], [[17.009, -0.1], [17.009, 0.1], {"stroke": "#000000"}], [[17.01, -0.1], [17.01, 0.1], {"stroke": "#000000"}], [[17.011, -0.1], [17.011, 0.1], {"stroke": "#000000"}], [[17.012, -0.1], [17.012, 0.1], {"stroke": "#000000"}], [[17.013, -0.1], [17.013, 0.1], {"stroke": "#000000"}], [[17.014, -0.1], [17.014, 0.1], {"stroke": "#000000"}], [[17.015, -0.1], [17.015, 0.1], {"stroke": "#000000"}], [[17.016, -0.1], [17.016, 0.1], {"stroke": "#000000"}], [[17.017, -0.1], [17.017, 0.1], {"stroke": "#000000"}], [[17.018, -0.1], [17.018, 0.1], {"stroke": "#000000"}], [[17.019, -0.1], [17.019, 0.1], {"stroke": "#000000"}], [[17.02, -0.1], [17.02, 0.1], {"stroke": "#000000"}], [[17.021, -0.1], [17.021, 0.1], {"stroke": "#000000"}], [[17.022, -0.1], [17.022, 0.1], {"stroke": "#000000"}], [[17.023, -0.1], [17.023, 0.1], {"stroke": "#000000"}], [[17.024, -0.1], [17.024, 0.1], {"stroke": "#000000"}], [[17.025, -0.1], [17.025, 0.1], {"stroke": "#000000"}], [[17.026, -0.1], [17.026, 0.1], {"stroke": "#000000"}], [[17.027, -0.1], [17.027, 0.1], {"stroke": "#000000"}], [[17.028, -0.1], [17.028, 0.1], {"stroke": "#000000"}], [[17.029, -0.1], [17.029, 0.1], {"stroke": "#000000"}], [[17.03, -0.1], [17.03, 0.1], {"stroke": "#000000"}], [[17.031, -0.1], [17.031, 0.1], {"stroke": "#000000"}], [[17.032, -0.1], [17.032, 0.1], {"stroke": "#000000"}], [[17.033, -0.1], [17.033, 0.1], {"stroke": "#000000"}], [[17.034, -0.1], [17.034, 0.1], {"stroke": 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{"stroke": "#000000"}], [[17.053, -0.1], [17.053, 0.1], {"stroke": "#000000"}], [[17.054, -0.1], [17.054, 0.1], {"stroke": "#000000"}], [[17.055, -0.1], [17.055, 0.1], {"stroke": "#000000"}], [[17.056, -0.1], [17.056, 0.1], {"stroke": "#000000"}], [[17.057, -0.1], [17.057, 0.1], {"stroke": "#000000"}], [[17.058, -0.1], [17.058, 0.1], {"stroke": "#000000"}], [[17.059, -0.1], [17.059, 0.1], {"stroke": "#000000"}], [[17.06, -0.1], [17.06, 0.1], {"stroke": "#000000"}], [[17.061, -0.1], [17.061, 0.1], {"stroke": "#000000"}], [[17.062, -0.1], [17.062, 0.1], {"stroke": "#000000"}], [[17.063, -0.1], [17.063, 0.1], {"stroke": "#000000"}], [[17.064, -0.1], [17.064, 0.1], {"stroke": "#000000"}], [[17.065, -0.1], [17.065, 0.1], {"stroke": "#000000"}], [[17.066, -0.1], [17.066, 0.1], {"stroke": "#000000"}], [[17.067, -0.1], [17.067, 0.1], {"stroke": "#000000"}], [[17.068, -0.1], [17.068, 0.1], {"stroke": "#000000"}], [[17.069, -0.1], [17.069, 0.1], {"stroke": "#000000"}], [[17.07, -0.1], [17.07, 0.1], {"stroke": "#000000"}], [[17.071, -0.1], [17.071, 0.1], {"stroke": "#000000"}], [[17.072, -0.1], [17.072, 0.1], {"stroke": "#000000"}], [[17.073, -0.1], [17.073, 0.1], {"stroke": "#000000"}], [[17.074, -0.1], [17.074, 0.1], {"stroke": "#000000"}], [[17.075, -0.1], [17.075, 0.1], {"stroke": "#000000"}], [[17.076, -0.1], [17.076, 0.1], {"stroke": "#000000"}], [[17.077, -0.1], [17.077, 0.1], {"stroke": "#000000"}], [[17.078, -0.1], [17.078, 0.1], {"stroke": "#000000"}], [[17.079, -0.1], [17.079, 0.1], {"stroke": "#000000"}], [[17.08, -0.1], [17.08, 0.1], {"stroke": "#000000"}], [[17.081, -0.1], [17.081, 0.1], {"stroke": "#000000"}], [[17.082, -0.1], [17.082, 0.1], {"stroke": "#000000"}], [[17.083, -0.1], [17.083, 0.1], {"stroke": "#000000"}], [[17.084, -0.1], [17.084, 0.1], {"stroke": "#000000"}], [[17.085, -0.1], [17.085, 0.1], {"stroke": "#000000"}], [[17.086, -0.1], [17.086, 0.1], {"stroke": "#000000"}], [[17.087, -0.1], [17.087, 0.1], {"stroke": "#000000"}], [[17.088, -0.1], [17.088, 0.1], {"stroke": "#000000"}], [[17.089, -0.1], [17.089, 0.1], {"stroke": "#000000"}], [[17.09, -0.1], [17.09, 0.1], {"stroke": "#000000"}], [[17.091, -0.1], [17.091, 0.1], {"stroke": "#000000"}], [[17.092, -0.1], [17.092, 0.1], {"stroke": "#000000"}], [[17.093, -0.1], [17.093, 0.1], {"stroke": "#000000"}], [[17.094, -0.1], [17.094, 0.1], {"stroke": "#000000"}], [[17.095, -0.1], [17.095, 0.1], {"stroke": "#000000"}], [[17.096, -0.1], [17.096, 0.1], {"stroke": "#000000"}], [[17.097, -0.1], [17.097, 0.1], {"stroke": "#000000"}], [[17.098, -0.1], [17.098, 0.1], {"stroke": "#000000"}], [[17.099, -0.1], [17.099, 0.1], {"stroke": "#000000"}], [[17.1, -0.1], [17.1, 0.1], {"stroke": "#000000"}], [[17.101, -0.1], [17.101, 0.1], {"stroke": "#000000"}], [[17.102, -0.1], [17.102, 0.1], {"stroke": "#000000"}], [[17.103, -0.1], [17.103, 0.1], {"stroke": "#000000"}], [[17.104, -0.1], [17.104, 0.1], {"stroke": "#000000"}], [[17.105, -0.1], [17.105, 0.1], {"stroke": "#000000"}], [[17.106, -0.1], [17.106, 0.1], {"stroke": "#000000"}], [[17.107, -0.1], [17.107, 0.1], {"stroke": "#000000"}], [[17.108, -0.1], [17.108, 0.1], {"stroke": "#000000"}], [[17.109, -0.1], [17.109, 0.1], {"stroke": "#000000"}], [[17.11, -0.1], [17.11, 0.1], {"stroke": "#000000"}], [[17.111, -0.1], [17.111, 0.1], {"stroke": "#000000"}], [[17.112, -0.1], [17.112, 0.1], {"stroke": "#000000"}], [[17.113, -0.1], [17.113, 0.1], {"stroke": "#000000"}], [[17.114, -0.1], [17.114, 0.1], {"stroke": "#000000"}], [[17.115, -0.1], [17.115, 0.1], {"stroke": "#000000"}], [[17.116, -0.1], [17.116, 0.1], {"stroke": "#000000"}], [[17.117, -0.1], [17.117, 0.1], {"stroke": "#000000"}], [[17.118, -0.1], [17.118, 0.1], {"stroke": "#000000"}], [[17.119, -0.1], [17.119, 0.1], {"stroke": "#000000"}], [[17.12, -0.1], [17.12, 0.1], {"stroke": "#000000"}], [[17.121, -0.1], [17.121, 0.1], {"stroke": "#000000"}], [[17.122, -0.1], [17.122, 0.1], {"stroke": "#000000"}], [[17.123, -0.1], [17.123, 0.1], {"stroke": "#000000"}], [[17.124, -0.1], [17.124, 0.1], {"stroke": "#000000"}], [[16.99, -0.15], [16.99, 0.15], {"stroke": "#000000"}], [[17.0, -0.15], [17.0, 0.15], {"stroke": "#000000"}], [[17.01, -0.15], [17.01, 0.15], {"stroke": "#000000"}], [[17.02, -0.15], [17.02, 0.15], {"stroke": "#000000"}], [[17.03, -0.15], [17.03, 0.15], {"stroke": "#000000"}], [[17.04, -0.15], [17.04, 0.15], {"stroke": "#000000"}], [[17.05, -0.15], [17.05, 0.15], {"stroke": "#000000"}], [[17.06, -0.15], [17.06, 0.15], {"stroke": "#000000"}], [[17.07, -0.15], [17.07, 0.15], {"stroke": "#000000"}], [[17.08, -0.15], [17.08, 0.15], {"stroke": "#000000"}], [[17.09, -0.15], [17.09, 0.15], {"stroke": "#000000"}], [[17.1, -0.15], [17.1, 0.15], {"stroke": "#000000"}], [[17.11, -0.15], [17.11, 0.15], {"stroke": "#000000"}], [[17.12, -0.15], [17.12, 0.15], {"stroke": "#000000"}], [[17.03, -0.2], [17.03, 0.2], {"stroke": "#6495ED"}], [[17.071, -0.2], [17.071, 0.2], {"stroke": "#6495ED"}], [[17.021, -0.2], [17.021, 0.2], {"stroke": "#6495ED"}], [[17.078, -0.2], [17.078, 0.2], {"stroke": "#6495ED"}]]}
(On donnera la réponse sous la forme d'un nombre décimal)
Exercice 4 : Trouver l'abscisse d'un point sur un axe de graduation au centième (nombres décimaux positifs)
Quelle est l'abscisse du point C ?
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[0.065, 0.1], {"stroke": "#000000"}], [[0.066, -0.1], [0.066, 0.1], {"stroke": "#000000"}], [[0.067, -0.1], [0.067, 0.1], {"stroke": "#000000"}], [[0.068, -0.1], [0.068, 0.1], {"stroke": "#000000"}], [[0.069, -0.1], [0.069, 0.1], {"stroke": "#000000"}], [[0.07, -0.1], [0.07, 0.1], {"stroke": "#000000"}], [[0.071, -0.1], [0.071, 0.1], {"stroke": "#000000"}], [[0.072, -0.1], [0.072, 0.1], {"stroke": "#000000"}], [[0.073, -0.1], [0.073, 0.1], {"stroke": "#000000"}], [[0.074, -0.1], [0.074, 0.1], {"stroke": "#000000"}], [[0.075, -0.1], [0.075, 0.1], {"stroke": "#000000"}], [[0.076, -0.1], [0.076, 0.1], {"stroke": "#000000"}], [[0.077, -0.1], [0.077, 0.1], {"stroke": "#000000"}], [[0.078, -0.1], [0.078, 0.1], {"stroke": "#000000"}], [[0.079, -0.1], [0.079, 0.1], {"stroke": "#000000"}], [[0.08, -0.1], [0.08, 0.1], {"stroke": "#000000"}], [[0.081, -0.1], [0.081, 0.1], {"stroke": "#000000"}], [[0.082, -0.1], [0.082, 0.1], {"stroke": "#000000"}], [[0.083, -0.1], [0.083, 0.1], {"stroke": "#000000"}], [[0.084, -0.1], [0.084, 0.1], {"stroke": "#000000"}], [[0.085, -0.1], [0.085, 0.1], {"stroke": "#000000"}], [[0.086, -0.1], [0.086, 0.1], {"stroke": "#000000"}], [[0.087, -0.1], [0.087, 0.1], {"stroke": "#000000"}], [[0.088, -0.1], [0.088, 0.1], {"stroke": "#000000"}], [[0.089, -0.1], [0.089, 0.1], {"stroke": "#000000"}], [[0.09, -0.1], [0.09, 0.1], {"stroke": "#000000"}], [[0.091, -0.1], [0.091, 0.1], {"stroke": "#000000"}], [[0.092, -0.1], [0.092, 0.1], {"stroke": "#000000"}], [[0.093, -0.1], [0.093, 0.1], {"stroke": "#000000"}], [[0.094, -0.1], [0.094, 0.1], {"stroke": "#000000"}], [[0.095, -0.1], [0.095, 0.1], {"stroke": "#000000"}], [[0.096, -0.1], [0.096, 0.1], {"stroke": "#000000"}], [[0.097, -0.1], [0.097, 0.1], {"stroke": "#000000"}], [[0.098, -0.1], [0.098, 0.1], {"stroke": "#000000"}], [[0.099, -0.1], [0.099, 0.1], {"stroke": "#000000"}], [[0.1, -0.1], [0.1, 0.1], {"stroke": "#000000"}], [[0.101, -0.1], [0.101, 0.1], {"stroke": "#000000"}], [[0.102, -0.1], [0.102, 0.1], {"stroke": "#000000"}], [[0.103, -0.1], [0.103, 0.1], {"stroke": "#000000"}], [[0.104, -0.1], [0.104, 0.1], {"stroke": "#000000"}], [[0.105, -0.1], [0.105, 0.1], {"stroke": "#000000"}], [[0.106, -0.1], [0.106, 0.1], {"stroke": "#000000"}], [[0.107, -0.1], [0.107, 0.1], {"stroke": "#000000"}], [[0.108, -0.1], [0.108, 0.1], {"stroke": "#000000"}], [[0.109, -0.1], [0.109, 0.1], {"stroke": "#000000"}], [[0.11, -0.1], [0.11, 0.1], {"stroke": "#000000"}], [[0.111, -0.1], [0.111, 0.1], {"stroke": "#000000"}], [[0.112, -0.1], [0.112, 0.1], {"stroke": "#000000"}], [[0.113, -0.1], [0.113, 0.1], {"stroke": "#000000"}], [[0.114, -0.1], [0.114, 0.1], {"stroke": "#000000"}], [[0.0, -0.15], [0.0, 0.15], {"stroke": "#000000"}], [[0.01, -0.15], [0.01, 0.15], {"stroke": "#000000"}], [[0.02, -0.15], [0.02, 0.15], {"stroke": "#000000"}], [[0.03, -0.15], [0.03, 0.15], {"stroke": "#000000"}], [[0.04, -0.15], [0.04, 0.15], {"stroke": "#000000"}], [[0.05, -0.15], [0.05, 0.15], {"stroke": "#000000"}], [[0.06, -0.15], [0.06, 0.15], {"stroke": "#000000"}], [[0.07, -0.15], [0.07, 0.15], {"stroke": "#000000"}], [[0.08, -0.15], [0.08, 0.15], {"stroke": "#000000"}], [[0.09, -0.15], [0.09, 0.15], {"stroke": "#000000"}], [[0.1, -0.15], [0.1, 0.15], {"stroke": "#000000"}], [[0.11, -0.15], [0.11, 0.15], {"stroke": "#000000"}], [[0.064, -0.2], [0.064, 0.2], {"stroke": "#6495ED"}], [[0.01, -0.2], [0.01, 0.2], {"stroke": "#6495ED"}], [[0.094, -0.2], [0.094, 0.2], {"stroke": "#6495ED"}], [[0.085, -0.2], [0.085, 0.2], {"stroke": "#6495ED"}]]}
(On donnera la réponse sous la forme d'un nombre décimal)
Exercice 5 : Trouver l'abscisse d'un point sur un axe qui ne démarre pas à 0 (décimaux)
Quelle est l'abscisse du point D ?
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(On donnera la réponse sous la forme d'un nombre décimal)