Math / Numbers & Operations

Question $\begin{array}{r} 73 \\ \times 30 \\ \hline 00 \\ +2.100 \\ \hline \end{array}$
2. 190

Studdy Solution

STEP 1

1. We are performing a multiplication of two numbers: $73$ and $30$ .
2. The multiplication involves breaking down the process into manageable steps.
3. We will use the standard algorithm for multiplication.

STEP 2

1. Multiply the units digit of the second number by the first number.
2. Multiply the tens digit of the second number by the first number.
3. Add the results from the previous steps.

STEP 3

Multiply the units digit of $30$ (which is $0$ ) by $73$ .
$73 \times 0 = 0$
Write $00$ as the result of this multiplication.

STEP 4

Multiply the tens digit of $30$ (which is $3$ ) by $73$ .
$73 \times 3 = 219$
Since this multiplication is from the tens place, append a zero to the result, making it $2190$ .

STEP 5

Add the results from Step 1 and Step 2.
$00 + 2190 = 2190$
The final result of the multiplication is:
$\boxed{2190}$

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Question $\begin{array}{r} 73 \\ \times 30 \\ \hline 00 \\ +2.100 \\ \hline \end{array}$
2. 190

Studdy Solution

STEP 1

1. We are performing a multiplication of two numbers: $73$ and $30$ .
2. The multiplication involves breaking down the process into manageable steps.
3. We will use the standard algorithm for multiplication.

STEP 2

1. Multiply the units digit of the second number by the first number.
2. Multiply the tens digit of the second number by the first number.
3. Add the results from the previous steps.

STEP 3

Multiply the units digit of $30$ (which is $0$ ) by $73$ .
$73 \times 0 = 0$
Write $00$ as the result of this multiplication.

STEP 4

Multiply the tens digit of $30$ (which is $3$ ) by $73$ .
$73 \times 3 = 219$
Since this multiplication is from the tens place, append a zero to the result, making it $2190$ .

STEP 5

Add the results from Step 1 and Step 2.
$00 + 2190 = 2190$
The final result of the multiplication is:
$\boxed{2190}$

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Question73×3000+2.100\begin{array}{r} 73 \\ \times 30 \\ \hline 00 \\ +2.100 \\ \hline \end{array}73×3000+2.100​​2. 190

Studdy Solution

STEP 1

1. We are performing a multiplication of two numbers: 737373 and 303030.2. The multiplication involves breaking down the process into manageable steps.3. We will use the standard algorithm for multiplication.

STEP 2

1. Multiply the units digit of the second number by the first number.2. Multiply the tens digit of the second number by the first number.3. Add the results from the previous steps.

STEP 3

Multiply the units digit of 303030 (which is 000) by 737373.73×0=0 73 \times 0 = 0 73×0=0Write 000000 as the result of this multiplication.

STEP 4

Multiply the tens digit of 303030 (which is 333) by 737373.73×3=219 73 \times 3 = 219 73×3=219Since this multiplication is from the tens place, append a zero to the result, making it 219021902190.

STEP 5

Add the results from Step 1 and Step 2.00+2190=219000 + 2190 = 219000+2190=2190 The final result of the multiplication is:2190\boxed{2190}2190​

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Studdy solves anything!

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Question $\begin{array}{r} 73 \\ \times 30 \\ \hline 00 \\ +2.100 \\ \hline \end{array}$
2. 190

1. We are performing a multiplication of two numbers: $73$ and $30$ .
2. The multiplication involves breaking down the process into manageable steps.
3. We will use the standard algorithm for multiplication.

1. Multiply the units digit of the second number by the first number.
2. Multiply the tens digit of the second number by the first number.
3. Add the results from the previous steps.

Multiply the units digit of $30$ (which is $0$ ) by $73$ .
$73 \times 0 = 0$
Write $00$ as the result of this multiplication.

Multiply the tens digit of $30$ (which is $3$ ) by $73$ .
$73 \times 3 = 219$
Since this multiplication is from the tens place, append a zero to the result, making it $2190$ .

Add the results from Step 1 and Step 2.
$00 + 2190 = 2190$
The final result of the multiplication is:
$\boxed{2190}$