GMAT Arithmetic Progression Sample Question | GMAT Problem Solving | GMAT 650 to 700 Level Question

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  • Опубліковано 9 лис 2024

КОМЕНТАРІ • 5

  • @ashishsinha9035
    @ashishsinha9035 9 місяців тому

    Thanks Baskar!

  • @anjananp3121
    @anjananp3121 2 роки тому +1

    How we get reminder 4 when we divide 4/7

    • @Wizako
      @Wizako  2 роки тому

      Hi,
      Dividend = Divisor × Quotient + Remainder
      4 = 7 × 0 + 4
      Hence, 4 will be the remainder when we divide 4 by 7.

  • @kamalab2361
    @kamalab2361 3 роки тому

    Hello Sir, Why are we adding 0, as the question says natural numbers soo answer shld b 12.

    • @Wizako
      @Wizako  3 роки тому +2

      Hi Kamala,
      0 is the value of K in this solution explanation. We have have assumed a variable K for framing the equation to get the number satisfying both conditions given in the question. K can range values from 0 to infinity. The condition given in the question is that the number finally obtained from this equation(involving k):
      -should satisfy the conditions in the question and
      -be a natural number.
      For K=0, our number turns out to be 53(satisfying both conditions in the question). Likewise for K=12, we get number as 977 which is the last number under 1000 (satisfying both conditions in the question). So totally '13 such numbers' is the required answer to this question.