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Partitioning a Segment: Practice

12 multiple-choice questions, progressively harder.

Level 1 · Foundational 0 / 12 answered
Question 1 of 12
  1. 1

    A and B have different first coordinates, and internal P has AP:PB=4:11AP:PB=4:11. Which equation for signed horizontal changes follows?

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  2. 2

    An internal point has AP:PB=2:5AP:PB=2:5. Which description locates it?

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  3. 3

    The endpoints are A(−6,3)A(-6,3) and B(14,3)B(14,3). Find internal PP with AP:PB=1:4AP:PB=1:4.

    Divide a horizontal segmentA schematic internal division with endpoint order and positive ratio parts. Use the written coordinates, not a measurement of the picture.ABP(-6, 3)(14, 3)AP:PB = 1:4
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  4. 4

    Let A(3,−10)A(3,-10) and B(3,14)B(3,14). Find internal PP with AP:PB=1:2AP:PB=1:2.

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  5. 5

    Which ordered ratio makes internal P the midpoint of distinct endpoints A and B?

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  6. 6

    For AP:PB=6:5AP:PB=6:5, which endpoint receives weight 6 in the weighted-coordinate formula?

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  7. 7

    A is (1,−4)(1,-4) and B is (16,6)(16,6). Find internal P with AP:PB=2:3AP:PB=2:3.

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  8. 8

    For the same internal point P, AP:PB=4:9AP:PB=4:9. What is BP:PABP:PA?

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  9. 9

    Which is required for the internal division formula in this lesson?

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  10. 10

    Let A(9,5)A(9,5) and B(−3,−7)B(-3,-7). Where is the point three fourths of the way from A toward B?

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  11. 11

    Internal P satisfies AP:PB=5:2AP:PB=5:2. Which endpoint is nearer to P?

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  12. 12

    An internal point lies four ninths of the way from A toward B. What is AP:PBAP:PB?

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