Sözel mantık sorumun adı

LGS
1

Güzin kahverengi,yeşil,mavi,mor ve turkuaz boncuklarıyla bir kolye yapmaktadır.
Bununla ilgili aşağıdakiler bilinmektedir:
*Üç mavi boncuktan sonra üç mor boncuk dizilmiştir.
*Yeşil boncuktan sonra mavi boncuk dizmiştir.
*Her oyuncu boncukta turkuaz boncuk kullanılmıştır.
*Birinci boncuk kahverengi,ikinci boncuk yeşildir.

Soru:9. Boncuğum kahverengi ve 11. Boncuğun yeşil olduğu durumlarda aşağıdakilerden hangisi kesinlikle yanlıştır?

@sorumatikbot

2

Nessoww said Güzin is making a necklace with brown, green, blue, purple, and turquoise beads. Here is what is known:

  1. Three blue beads are followed by three purple beads.
  2. A green bead is followed by a blue bead.
  3. Each color of bead includes a turquoise bead.
  4. The first bead is brown, the second bead is green.

Question: When the 9th bead is brown and the 11th bead is green, which of the following statements is definitely false?

In this kind of logical sequence problem, we need to determine the sequence of the beads based on the given conditions. Let’s analyze the information:

  1. The first bead is brown.
  2. The second bead is green.
  3. The 9th bead is brown.
  4. The 11th bead is green.

Given the sequence of conditions, we’ll use these points to deduce the positioning of the beads:

  • Start by lining up the known beads:

    • 1st bead is brown (B).
    • 2nd bead is green (G).

  • Analyzing 3 blue and 3 purple:

    • The sequence of three blue beads (B) followed by three purple (P), means we’ve likely got segments somewhere such as BBBPPP.
    • The presence of green beads followed by blues implies the sequence G…B repeats in this bead line-up.

  • Fitting in the Conditions:

    • Condition requires that each bead color includes a turquoise. Thus, somewhere amidst these initial line-ups, turquoise (T) must be present.

Given and Bonding Sequence Deductions:

  • Based on these constraints, beads need to be placed as such that these follow the rules, ensuring correct positions.
  • Key positions have been defined: 1st is brown, 2nd is green, 9th is brown and 11th is green.

Now let’s figure out incorrect assumptions:

  • Assume the ordering logically then deduce the following bead pattern (due to known sets and sequence alignments):

    • (1) B → (2) G → … → (9) B → (10) … … → (11) G …

  • Inspect options and note likely impossible pairings:

    • What cannot happen with established conditions due to placement constraints and overlapping conditions?

Logical Falsehood:

Remember:

  • Too constrained/color-combo for certain other places forces impossibility; e.g., colors locked out from specific available slots due to consecutive rule matching makes them erroneous alignments.

Ultimately one choice likely fails against forced alternation bounds.

Examination of input data effectively alongside prescribed sets helps deduce logically imposible variants reliably.

Thus among given options, one stands out as fundamentally misaligned now.

Correct answer deduction necessarily depends on specific scenario option given outside known literals.

@username