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Convert the number three thousand eight hundred and forty-five into symbols. How many groups of ten are in 450? Find the area of a rectangle with length 18 cm and width 7 cm.

Mathematics

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Answers

3 parts
1

3845\text{3845}

2

45\text{45}

3

126 cm2\text{126 cm}^2

Step-by-step solution

7 steps

Here are the solutions to the questions:

Part 1· 2 steps

Write three thousand eight hundred and forty-five in symbols.

  1. Identify the place values.

    Three thousand = 3000
    Eight hundred = 800
    Forty-five = 45

  2. Combine the values.

    3000+800+45=38453000 + 800 + 45 = 3845

    The number in symbols is 3845\boxed{\text{3845}}.

Part 2

45\text{45}

How many groups of ten are in the number 450?

  1. To find the number of groups of ten, divide the given number by 10.

    45010\frac{450}{10}
  2. Perform the division.

    450÷10=45450 \div 10 = 45

    There are 45\boxed{\text{45}} groups of ten in the number 450.

Part 3

126 cm2\text{126 cm}^2

Find the area of the figure shown below.
The figure is a rectangle with a length of 18 cm18 \text{ cm} and a width of 7 cm7 \text{ cm}.

  1. Recall the formula for the area of a rectangle.

    Area (AA) = Length (LL) ×\times Width (WW)

  2. Substitute the given values into the formula.

    L=18 cmL = 18 \text{ cm} W=7 cmW = 7 \text{ cm} A=18 cm×7 cmA = 18 \text{ cm} \times 7 \text{ cm}
  3. Calculate the area.

    A=126 cm2A = 126 \text{ cm}^2

    The area of the figure is 126 cm2\boxed{\text{126 cm}^2}.

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