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Fill in the blanks: a) Smallest 7-digit number − 1 = lakh. b) Largest 5-digit number + 1 = lakh. c) 1000 = hundreds = + 1. d) 1,00,000 = thousands = + 1.

Mathematics

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Step-by-step solution

4 steps
  1. Solve Question 1 - Fill in the blanks.

    a) Smallest 7-digit number −1=______- 1 = \_\_\_\_\_\_ lakh
    The smallest 7-digit number is 1,000,000.
    1,000,000−1=999,9991,000,000 - 1 = 999,999.
    In the Indian number system, 999,999 is 9 lakh 99 thousand 999.
    So, 999,999=9999,999 = 9 lakh.
    The blank is 9\boxed{\text{9}}.

    b) Largest 5-digit number +1=______+ 1 = \_\_\_\_\_\_ lakh
    The largest 5-digit number is 99,999.
    99,999+1=100,00099,999 + 1 = 100,000.
    In the Indian number system, 100,000 is 1 lakh.
    The blank is 1\boxed{\text{1}}.

    c) 1000=______1000 = \_\_\_\_\_\_ hundreds =______+1= \_\_\_\_\_\_ + 1
    1000 divided by 100 is 10. So, 1000=101000 = 10 hundreds.
    For the second part, 1000=______+11000 = \_\_\_\_\_\_ + 1, the number is 1000−1=9991000 - 1 = 999.
    The blanks are 10\boxed{\text{10}} and 999\boxed{\text{999}}.

    d) 1,00,000=______1,00,000 = \_\_\_\_\_\_ thousands =______+1= \_\_\_\_\_\_ + 1
    1,00,000 divided by 1000 is 100. So, 1,00,000=1001,00,000 = 100 thousands.
    For the second part, 1,00,000=______+11,00,000 = \_\_\_\_\_\_ + 1, the number is 1,00,000−1=99,9991,00,000 - 1 = 99,999.
    The blanks are 100\boxed{\text{100}} and 99,999\boxed{\text{99,999}}.

  2. Solve Question 2 - Find the face value and place value.

    a) Find the face value of each digit in the number 601872.
    The face value of a digit is the digit itself.

    • Face value of 6: 6\boxed{6}
    • Face value of 0: 0\boxed{0}
    • Face value of 1: 1\boxed{1}
    • Face value of 8: 8\boxed{8}
    • Face value of 7: 7\boxed{7}
    • Face value of 2: 2\boxed{2}

    b) Find the place value of each digit in the number 259130.
    The place value of a digit is the digit multiplied by the value of its position.

    • Place value of 0 (ones place): 0×1=00 \times 1 = \boxed{0}
    • Place value of 3 (tens place): 3×10=303 \times 10 = \boxed{30}
    • Place value of 1 (hundreds place): 1×100=1001 \times 100 = \boxed{100}
    • Place value of 9 (thousands place): 9×1000=90009 \times 1000 = \boxed{9000}
    • Place value of 5 (ten thousands place): 5×10000=500005 \times 10000 = \boxed{50000}
    • Place value of 2 (lakhs place): 2×100000=2000002 \times 100000 = \boxed{200000}
  3. Solve Question 3 - Separate the periods by putting commas and write their number names (Indian system).

    a) 270895
    Commas: 2,70,895\boxed{2,70,895}
    Number name: Two lakh seventy thousand eight hundred ninety-five

    b) 072159
    This number is 72159.
    Commas: 72,159\boxed{72,159}
    Number name: Seventy-two thousand one hundred fifty-nine

    c) 809224
    Commas: 8,09,224\boxed{8,09,224}
    Number name: Eight lakh nine thousand two hundred twenty-four

    d) 317601
    Commas: 3,17,601\boxed{3,17,601}
    Number name: Three lakh seventeen thousand six hundred one

    e) 9872005
    Commas: 98,72,005\boxed{98,72,005}
    Number name: Ninety-eight lakh seventy-two thousand five

    f) 880764
    Commas: 8,80,764\boxed{8,80,764}
    Number name: Eight lakh eighty thousand seven hundred sixty-four

  4. Solve Question 4 - Write the numerals for each of the following.

    a) Two lakh four thousand and fifty-three
    2,04,053\boxed{2,04,053}

    b) Six lakh thirty-two thousand five hundred and one
    6,32,501\boxed{6,32,501}

    c) Two lakh thirty-five thousand and four
    2,35,004\boxed{2,35,004}

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