Part of the calculation for 3 × 26 is shown below. What is the missing partial product?
Understand the Problem
The question is asking for the missing partial product in the calculation for 3 multiplied by 26. Essentially, it is a math problem that requires identifying a component of the multiplication.
Answer
The missing partial product is $18$.
Answer for screen readers
The missing partial product is $18$.
Steps to Solve
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Understanding Partial Products To find the missing partial product of $3 \times 26$, we can break down the multiplication into simpler parts. The number 26 can be represented as $20 + 6$.
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Calculating Each Partial Product Now, we calculate the partial products based on the breakdown:
- First, calculate $3 \times 20$: $$ 3 \times 20 = 60 $$
- Next, calculate $3 \times 6$: $$ 3 \times 6 = 18 $$
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Identifying the Missing Partial Product The problem provides a partial product that is missing, which is likely either $60$ or $18$. Since we need to identify one of them, we look at the options given.
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Conclusion The missing partial product in the calculation of $3 \times 26$ can be either $60$ (from $3 \times 20$) or $18$ (from $3 \times 6$). Based on typical choices, if $8 \times 26$ was mentioned, it's an incorrect option relative to our calculations.
The missing partial product is $18$.
More Information
In multiplying numbers, especially large ones, breaking them into partial products can simplify calculations. It helps to visualize and break them down into components, which is exactly what is happening with $3 \times 26$.
Tips
- Overlooking Breakdown: Ignoring the idea of breaking down numbers into simpler parts can lead to confusion in finding partial products.
- Miscalculating Products: Double-checking multiplications is crucial as simple arithmetic mistakes can occur.
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