Exercise 14.4 More multiplying Estimate the answers to the following sums. Then use the method that yous most comfortable with to work out the sums: \( \begin{array}{lll}\text { 1. } 21,42 \times 3,6 & \text { 2. } 7,325 \times 2,6 & \text { 3. } 12,93 \times 0,4 \\ \text { 4. } 5,425 \times 10,75 & \text { 5. } 30,41 \times 4,57 & \text { 6. } 14,03 \times 1,23\end{array} \)
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The Deep Dive
Let's dive into estimations first! 1. For \( 21.42 \times 3.6 \), round to \( 21 \) and \( 4 \), giving an estimated product of \( 84 \). 2. For \( 7.325 \times 2.6 \), round to \( 7 \) and \( 3 \), giving an estimated product of \( 21 \). 3. For \( 12.93 \times 0.4 \), round to \( 13 \) and \( 0.4 \), giving an estimated product of \( 5.2 \). 4. For \( 5.425 \times 10.75 \), round to \( 5.5 \) and \( 11 \), giving an estimated product of \( 60.5 \). 5. For \( 30.41 \times 4.57 \), round to \( 30 \) and \( 5 \), giving an estimated product of \( 150 \). 6. For \( 14.03 \times 1.23 \), round to \( 14 \) and \( 1.25 \), giving an estimated product of \( 17.5 \). Now, let's compute the exact answers for those sums: 1. \( 21.42 \times 3.6 = 77.112 \) 2. \( 7.325 \times 2.6 = 19.045 \) 3. \( 12.93 \times 0.4 = 5.172 \) 4. \( 5.425 \times 10.75 = 58.1575 \) 5. \( 30.41 \times 4.57 = 138.3677 \) 6. \( 14.03 \times 1.23 = 17.2729 \) Feel free to use whichever method you find most enjoyable! Whether it's breaking numbers down, using a calculator, or even just some good old multiplication, choose what fits you best!