chapter 1: understanding the number system and operations multi - digit multiplication multiply 3,263 by 3. multiply 3,263 by 40. add. \$\
$\begin{array}{r}3263\\\\\\times\\quad 43\\\\\\hline\\end{array}$
\$ \$\
$\begin{array}{r}3263\\\\\\times\\quad \\ 3\\\\\\hline 9789\\end{array}$
\$ \$\
$\begin{array}{r}3263\\\\\\times\\quad 40\\\\\\hline 130520\\end{array}$
\$ \$\
$\begin{array}{r}3263\\\\\\times\\quad 43\\\\\\hline \\ \\ 9789\\\\+130520\\\\\\hline 140,309\\end{array}$
\$ multiply. 1. \$\
$\begin{array}{r}324\\\\\\times\\ 27\\\\\\hline\\end{array}$
\$ (with handwritten 368) 2. \$\
$\begin{array}{r}816\\\\\\times\\ 16\\\\\\hline\\end{array}$
\$ (with handwritten 846) 3. \$\
$\begin{array}{r}255\\\\\\times\\ 44\\\\\\hline\\end{array}$
\$ (with handwritten 420) 4. \$\
$\begin{array}{r}5150\\\\\\times\\ \\ 22\\\\\\hline\\end{array}$
\$ 5. \$\
$\begin{array}{r}7182\\\\\\times\\ \\ 12\\\\\\hline\\end{array}$
\$ (with handwritten \$\
$\begin{array}{r}14364\\\\+71820\\\\\\hline 86184\\end{array}$
\$) 6. \$\
$\begin{array}{r}6324\\\\\\times\\ \\ 36\\\\\\hline\\end{array}$
\$ 7. \$\
$\begin{array}{r}886\\\\\\times 374\\\\\\hline\\end{array}$
\$ 8. \$\
$\begin{array}{r}763\\\\\\times 618\\\\\\hline\\end{array}$
\$ 9. \$\
$\begin{array}{r}654\\\\\\times 523\\\\\\hline\\end{array}$
\$ 10. \$\
$\begin{array}{r}2186\\\\\\times\\ 342\\\\\\hline\\end{array}$
\$ 11. \$\
$\begin{array}{r}1898\\\\\\times\\ 475\\\\\\hline\\end{array}$
\$ 12. \$\
$\begin{array}{r}3688\\\\\\times\\ 259\\\\\\hline\\end{array}$
\$

Question

chapter 1: understanding the number system and operations multi - digit multiplication multiply 3,263 by 3. multiply 3,263 by 40. add. \\(\

\begin{array}{r}3263\\\\\\times\\quad 43\\\\\\hline\\end{array}

\\) \\(\

\begin{array}{r}3263\\\\\\times\\quad \\ 3\\\\\\hline 9789\\end{array}

\\) \\(\

\begin{array}{r}3263\\\\\\times\\quad 40\\\\\\hline 130520\\end{array}

\\) \\(\

\begin{array}{r}3263\\\\\\times\\quad 43\\\\\\hline \\ \\ 9789\\\\+130520\\\\\\hline 140,309\\end{array}

\\) multiply. 1. \\(\

\begin{array}{r}324\\\\\\times\\ 27\\\\\\hline\\end{array}

\\) (with handwritten 368) 2. \\(\

\begin{array}{r}816\\\\\\times\\ 16\\\\\\hline\\end{array}

\\) (with handwritten 846) 3. \\(\

\begin{array}{r}255\\\\\\times\\ 44\\\\\\hline\\end{array}

\\) (with handwritten 420) 4. \\(\

\begin{array}{r}5150\\\\\\times\\ \\ 22\\\\\\hline\\end{array}

\\) 5. \\(\

\begin{array}{r}7182\\\\\\times\\ \\ 12\\\\\\hline\\end{array}

\\) (with handwritten \\(\

\begin{array}{r}14364\\\\+71820\\\\\\hline 86184\\end{array}

\\)) 6. \\(\

\begin{array}{r}6324\\\\\\times\\ \\ 36\\\\\\hline\\end{array}

\\) 7. \\(\

\begin{array}{r}886\\\\\\times 374\\\\\\hline\\end{array}

\\) 8. \\(\

\begin{array}{r}763\\\\\\times 618\\\\\\hline\\end{array}

\\) 9. \\(\

\begin{array}{r}654\\\\\\times 523\\\\\\hline\\end{array}

\\) 10. \\(\

\begin{array}{r}2186\\\\\\times\\ 342\\\\\\hline\\end{array}

\\) 11. \\(\

\begin{array}{r}1898\\\\\\times\\ 475\\\\\\hline\\end{array}

\\) 12. \\(\

\begin{array}{r}3688\\\\\\times\\ 259\\\\\\hline\\end{array}

\\)

Accepted Answer

Let's solve problem 1: $ 324 \times 27 $

# Explanation:
## Step 1: Multiply 324 by 7
$ 324 \times 7 = 2268 $
## Step 2: Multiply 324 by 20 (since 2 in 27 is in the tens place)
$ 324 \times 20 = 6480 $
## Step 3: Add the two results
$ 2268 + 6480 = 8748 $

# Answer:
8748

Let's solve problem 2: $ 816 \times 16 $

# Explanation:
## Step 1: Multiply 816 by 6
$ 816 \times 6 = 4896 $
## Step 2: Multiply 816 by 10 (since 1 in 16 is in the tens place)
$ 816 \times 10 = 8160 $
## Step 3: Add the two results
$ 4896 + 8160 = 13056 $

# Answer:
13056

Let's solve problem 3: $ 255 \times 44 $

# Explanation:
## Step 1: Multiply 255 by 4
$ 255 \times 4 = 1020 $
## Step 2: Multiply 255 by 40 (since 4 in 44 is in the tens place)
$ 255 \times 40 = 10200 $
## Step 3: Add the two results
$ 1020 + 10200 = 11220 $

# Answer:
11220

Let's solve problem 4: $ 5150 \times 22 $

# Explanation:
## Step 1: Multiply 5150 by 2
$ 5150 \times 2 = 10300 $
## Step 2: Multiply 5150 by 20 (since 2 in 22 is in the tens place)
$ 5150 \times 20 = 103000 $
## Step 3: Add the two results
$ 10300 + 103000 = 113300 $

# Answer:
113300

Let's solve problem 5: $ 7182 \times 12 $

# Explanation:
## Step 1: Multiply 7182 by 2
$ 7182 \times 2 = 14364 $
## Step 2: Multiply 7182 by 10 (since 1 in 12 is in the tens place)
$ 7182 \times 10 = 71820 $
## Step 3: Add the two results
$ 14364 + 71820 = 86184 $

# Answer:
86184

Let's solve problem 6: $ 6324 \times 36 $

# Explanation:
## Step 1: Multiply 6324 by 6
$ 6324 \times 6 = 37944 $
## Step 2: Multiply 6324 by 30 (since 3 in 36 is in the tens place)
$ 6324 \times 30 = 189720 $
## Step 3: Add the two results
$ 37944 + 189720 = 227664 $

# Answer:
227664

Let's solve problem 7: $ 886 \times 374 $

# Explanation:
## Step 1: Multiply 886 by 4
$ 886 \times 4 = 3544 $
## Step 2: Multiply 886 by 70 (since 7 in 374 is in the tens place)
$ 886 \times 70 = 62020 $
## Step 3: Multiply 886 by 300 (since 3 in 374 is in the hundreds place)
$ 886 \times 300 = 265800 $
## Step 4: Add the three results
$ 3544 + 62020 + 265800 = 331364 $

# Answer:
331364

Let's solve problem 8: $ 763 \times 618 $

# Explanation:
## Step 1: Multiply 763 by 8
$ 763 \times 8 = 6104 $
## Step 2: Multiply 763 by 10 (since 1 in 618 is in the tens place)
$ 763 \times 10 = 7630 $
## Step 3: Multiply 763 by 600 (since 6 in 618 is in the hundreds place)
$ 763 \times 600 = 457800 $
## Step 4: Add the three results
$ 6104 + 7630 + 457800 = 471534 $

# Answer:
471534

Let's solve problem 9: $ 654 \times 523 $

# Explanation:
## Step 1: Multiply 654 by 3
$ 654 \times 3 = 1962 $
## Step 2: Multiply 654 by 20 (since 2 in 523 is in the tens place)
$ 654 \times 20 = 13080 $
## Step 3: Multiply 654 by 500 (since 5 in 523 is in the hundreds place)
$ 654 \times 500 = 327000 $
## Step 4: Add the three results
$ 1962 + 13080 + 327000 = 342042 $

# Answer:
342042

Let's solve problem 10: $ 2186 \times 342 $

# Explanation:
## Step 1: Multiply 2186 by 2
$ 2186 \times 2 = 4372 $
## Step 2: Multiply 2186 by 40 (since 4 in 342 is in the tens place)
$ 2186 \times 40 = 87440 $
## Step 3: Multiply 2186 by 300 (since 3 in 342 is in the hundreds place)
$ 2186 \times 300 = 655800 $
## Step 4: Add the three results
$ 4372 + 87440 + 655800 = 747612 $

# Answer:
747612

Let's solve problem 11: $ 1898 \times 475 $

# Explanation:
## Step 1: Multiply 1898 by 5
$ 1898 \times 5 = 9490 $
## Step 2: Multiply 1898 by 70 (since 7 in 475 is in the tens place)
$ 1898 \times 70 = 132860 $
## Step 3: Multiply 1898 by 400 (since 4 in 475 is in the hundreds place)
$ 1898 \times 400 = 759200 $
## Step 4: Add the three results
$ 9490 + 132860 + 759200 = 901550 $

# Answer:
901550

Let's solve problem 12: $ 3688 \times 259 $

# Explanation:
## Step 1: Multiply 3688 by 9
$ 3688 \times 9 = 33192 $
## Step 2: Multiply 3688 by 50 (since 5 in 259 is in the tens place)
$ 3688 \times 50 = 184400 $
## Step 3: Multiply 3688 by 200 (since 2 in 259 is in the hundreds place)
$ 3688 \times 200 = 737600 $
## Step 4: Add the three results
$ 33192 + 184400 + 737600 = 955192 $

# Answer:
955192

Sovi.AI - AI Math Tutor

QUESTION IMAGE

Question

Explanation:

Step 1: Multiply 324 by 7

Step 2: Multiply 324 by 20 (since 2 in 27 is in the tens place)

Step 3: Add the two results

Step 1: Multiply 816 by 6

Step 2: Multiply 816 by 10 (since 1 in 16 is in the tens place)

Step 3: Add the two results

Step 1: Multiply 255 by 4

Step 2: Multiply 255 by 40 (since 4 in 44 is in the tens place)

Step 3: Add the two results

Answer: