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Superhero-themed multiplication math worksheet for kids.

A colorful math worksheet featuring multiplication problems with numbers like 77 x 25, 27 x 15, and others, surrounded by cartoon superhero characters including Thor, Spider-Man, Captain America, and Superman. The KidsPressMagazine.com logo is visible at the bottom.

A colorful math worksheet featuring multiplication problems with numbers like 77 x 25, 27 x 15, and others, surrounded by cartoon superhero characters including Thor, Spider-Man, Captain America, and Superman. The KidsPressMagazine.com logo is visible at the bottom.

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Show Answer Key & Explanations Step-by-step solution for: Math Worksheets - 2 Digit by 2 Digit Multiplication #1 ...
The task involves solving a series of multiplication problems. Each problem consists of two numbers that need to be multiplied together. Below, I will solve each multiplication problem step by step.

---

Step-by-Step Solutions:



#### First Row:
1. 77 × 25
- Break down 25 as \( 20 + 5 \):
\[
77 \times 25 = 77 \times (20 + 5) = (77 \times 20) + (77 \times 5)
\]
- Calculate each part:
\[
77 \times 20 = 1540
\]
\[
77 \times 5 = 385
\]
- Add the results:
\[
1540 + 385 = 1925
\]
- Answer: \( 1925 \)

2. 27 × 15
- Break down 15 as \( 10 + 5 \):
\[
27 \times 15 = 27 \times (10 + 5) = (27 \times 10) + (27 \times 5)
\]
- Calculate each part:
\[
27 \times 10 = 270
\]
\[
27 \times 5 = 135
\]
- Add the results:
\[
270 + 135 = 405
\]
- Answer: \( 405 \)

#### Second Row:
3. 24 × 49
- Break down 49 as \( 50 - 1 \):
\[
24 \times 49 = 24 \times (50 - 1) = (24 \times 50) - (24 \times 1)
\]
- Calculate each part:
\[
24 \times 50 = 1200
\]
\[
24 \times 1 = 24
\]
- Subtract the results:
\[
1200 - 24 = 1176
\]
- Answer: \( 1176 \)

4. 21 × 79
- Break down 79 as \( 80 - 1 \):
\[
21 \times 79 = 21 \times (80 - 1) = (21 \times 80) - (21 \times 1)
\]
- Calculate each part:
\[
21 \times 80 = 1680
\]
\[
21 \times 1 = 21
\]
- Subtract the results:
\[
1680 - 21 = 1659
\]
- Answer: \( 1659 \)

5. 38 × 52
- Use the distributive property:
\[
38 \times 52 = 38 \times (50 + 2) = (38 \times 50) + (38 \times 2)
\]
- Calculate each part:
\[
38 \times 50 = 1900
\]
\[
38 \times 2 = 76
\]
- Add the results:
\[
1900 + 76 = 1976
\]
- Answer: \( 1976 \)

6. 20 × 11
- Use the distributive property:
\[
20 \times 11 = 20 \times (10 + 1) = (20 \times 10) + (20 \times 1)
\]
- Calculate each part:
\[
20 \times 10 = 200
\]
\[
20 \times 1 = 20
\]
- Add the results:
\[
200 + 20 = 220
\]
- Answer: \( 220 \)

#### Third Row:
7. 30 × 15
- Use the distributive property:
\[
30 \times 15 = 30 \times (10 + 5) = (30 \times 10) + (30 \times 5)
\]
- Calculate each part:
\[
30 \times 10 = 300
\]
\[
30 \times 5 = 150
\]
- Add the results:
\[
300 + 150 = 450
\]
- Answer: \( 450 \)

8. 63 × 10
- Multiply by 10:
\[
63 \times 10 = 630
\]
- Answer: \( 630 \)

9. 39 × 36
- Use the distributive property:
\[
39 \times 36 = 39 \times (30 + 6) = (39 \times 30) + (39 \times 6)
\]
- Calculate each part:
\[
39 \times 30 = 1170
\]
\[
39 \times 6 = 234
\]
- Add the results:
\[
1170 + 234 = 1404
\]
- Answer: \( 1404 \)

10. 36 × 48
- Use the distributive property:
\[
36 \times 48 = 36 \times (50 - 2) = (36 \times 50) - (36 \times 2)
\]
- Calculate each part:
\[
36 \times 50 = 1800
\]
\[
36 \times 2 = 72
\]
- Subtract the results:
\[
1800 - 72 = 1728
\]
- Answer: \( 1728 \)

#### Fourth Row:
11. 51 × 67
- Use the distributive property:
\[
51 \times 67 = 51 \times (70 - 3) = (51 \times 70) - (51 \times 3)
\]
- Calculate each part:
\[
51 \times 70 = 3570
\]
\[
51 \times 3 = 153
\]
- Subtract the results:
\[
3570 - 153 = 3417
\]
- Answer: \( 3417 \)

12. 75 × 32
- Use the distributive property:
\[
75 \times 32 = 75 \times (30 + 2) = (75 \times 30) + (75 \times 2)
\]
- Calculate each part:
\[
75 \times 30 = 2250
\]
\[
75 \times 2 = 150
\]
- Add the results:
\[
2250 + 150 = 2400
\]
- Answer: \( 2400 \)

13. 44 × 38
- Use the distributive property:
\[
44 \times 38 = 44 \times (40 - 2) = (44 \times 40) - (44 \times 2)
\]
- Calculate each part:
\[
44 \times 40 = 1760
\]
\[
44 \times 2 = 88
\]
- Subtract the results:
\[
1760 - 88 = 1672
\]
- Answer: \( 1672 \)

14. 71 × 29
- Use the distributive property:
\[
71 \times 29 = 71 \times (30 - 1) = (71 \times 30) - (71 \times 1)
\]
- Calculate each part:
\[
71 \times 30 = 2130
\]
\[
71 \times 1 = 71
\]
- Subtract the results:
\[
2130 - 71 = 2059
\]
- Answer: \( 2059 \)

#### Fifth Row:
15. 79 × 10
- Multiply by 10:
\[
79 \times 10 = 790
\]
- Answer: \( 790 \)

16. 83 × 25
- Break down 25 as \( 20 + 5 \):
\[
83 \times 25 = 83 \times (20 + 5) = (83 \times 20) + (83 \times 5)
\]
- Calculate each part:
\[
83 \times 20 = 1660
\]
\[
83 \times 5 = 415
\]
- Add the results:
\[
1660 + 415 = 2075
\]
- Answer: \( 2075 \)

---

Final Answers:


\[
\boxed{
\begin{array}{cccc}
1925 & 405 & & \\
1176 & 1659 & 1976 & 220 \\
450 & 630 & 1404 & 1728 \\
3417 & 2400 & 1672 & 2059 \\
790 & 2075 & & \\
\end{array}
}
\]
Parent Tip: Review the logic above to help your child master the concept of superhero math worksheet.
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