Decimal Operations - Pre Algebra

  1. What is 4.8÷0.64.8 \div 0.6?
    88. Multiply both by 1010 to get 48÷648 \div 6.
  2. How do you place the decimal point when multiplying two decimals?
    Multiply as whole numbers, then give the product as many decimal places as the two factors have in total.
  3. What is 1.5×0.41.5 \times 0.4?
    0.60.6. Since 15×4=6015 \times 4 = 60, two decimal places give 0.600.60.
  4. What is 3.6+0.483.6 + 0.48?
    4.084.08. Line up the points: 3.60+0.483.60 + 0.48.
  5. When adding or subtracting decimals in a column, what must be lined up?
    The decimal points, so that digits with the same place value line up. Zeros can fill empty places.
  6. What is 2.5×1.22.5 \times 1.2?
    33. Since 25×12=30025 \times 12 = 300, two decimal places give 3.003.00.
  7. What is 5−1.275 - 1.27?
    3.733.73. Write 55 as 5.005.00, then subtract.
  8. What is 0.045×1000.045 \times 100?
    4.54.5. Multiplying by 100100 moves the decimal point two places right.
  9. What is 0.72÷0.080.72 \div 0.08?
    99. Multiply both by 100100 to get 72÷872 \div 8.
  10. What is 0.3×0.20.3 \times 0.2?
    0.060.06. Since 3×2=63 \times 2 = 6 and the factors have two decimal places in total.
  11. What is 3.5÷0.53.5 \div 0.5?
    77. Multiply both by 1010 to get 35÷535 \div 5.
  12. What is the first step in dividing by a decimal such as 0.60.6?
    Multiply the divisor and the dividend by the same power of 1010 so the divisor becomes a whole number. The quotient does not change.

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