Answer :
Sure! Let's go through the solution step-by-step:
### 2.2 Arrange the numbers in ascending order:
We have the numbers:
- 258121
- 865153
- 721122
- 903546
- 365199
- 831001
To arrange them in ascending order (from smallest to largest), we list them as follows:
- 258121
- 365199
- 721122
- 831001
- 865153
- 903546
### 2.3 Use < or = to compare the numbers below:
#### 2.3.1 Compare 983815 and 938815
First, compare the two numbers directly. We find that 983815 is greater than 938815. Therefore, we use the symbol `>`.
#### 2.3.2 Compare 505082 and the expression [tex]\(500000 + 8 \text{ tens} + 5 \text{ ten thousands} + 2\)[/tex]
Calculate the value of the expression:
- 8 tens = 8 × 10 = 80
- 5 ten thousands = 5 × 10000 = 50000
So,
[tex]\[
500000 + 80 + 50000 + 2 = 550082
\][/tex]
Compare 505082 and 550082. We find that 505082 is less than 550082. Therefore, we use the symbol `<`.
#### 2.3.3 Compare the sum [tex]\(500 + 60000 + 20 + 4\)[/tex] and 60524
First, calculate the sum:
[tex]\[
500 + 60000 + 20 + 4 = 60524
\][/tex]
Since both are equal, we use the symbol `=`.
### 2.4 Write the number 895902 in words.
The number 895902 is written in words as:
"eight hundred ninety-five thousand nine hundred two"
### Problem Solving: How many chocolates can Jabu buy?
Jabu has R84.00, and each chocolate costs R6.00. To find out how many chocolates he can buy, we divide the total amount of money by the cost of one chocolate:
[tex]\[
\text{Chocolates Jabu can buy} = \frac{84.00}{6.00} = 14
\][/tex]
So, Jabu can buy 14 chocolates.
I hope this solution helps you understand the tasks step-by-step! Let me know if you have any questions.
### 2.2 Arrange the numbers in ascending order:
We have the numbers:
- 258121
- 865153
- 721122
- 903546
- 365199
- 831001
To arrange them in ascending order (from smallest to largest), we list them as follows:
- 258121
- 365199
- 721122
- 831001
- 865153
- 903546
### 2.3 Use < or = to compare the numbers below:
#### 2.3.1 Compare 983815 and 938815
First, compare the two numbers directly. We find that 983815 is greater than 938815. Therefore, we use the symbol `>`.
#### 2.3.2 Compare 505082 and the expression [tex]\(500000 + 8 \text{ tens} + 5 \text{ ten thousands} + 2\)[/tex]
Calculate the value of the expression:
- 8 tens = 8 × 10 = 80
- 5 ten thousands = 5 × 10000 = 50000
So,
[tex]\[
500000 + 80 + 50000 + 2 = 550082
\][/tex]
Compare 505082 and 550082. We find that 505082 is less than 550082. Therefore, we use the symbol `<`.
#### 2.3.3 Compare the sum [tex]\(500 + 60000 + 20 + 4\)[/tex] and 60524
First, calculate the sum:
[tex]\[
500 + 60000 + 20 + 4 = 60524
\][/tex]
Since both are equal, we use the symbol `=`.
### 2.4 Write the number 895902 in words.
The number 895902 is written in words as:
"eight hundred ninety-five thousand nine hundred two"
### Problem Solving: How many chocolates can Jabu buy?
Jabu has R84.00, and each chocolate costs R6.00. To find out how many chocolates he can buy, we divide the total amount of money by the cost of one chocolate:
[tex]\[
\text{Chocolates Jabu can buy} = \frac{84.00}{6.00} = 14
\][/tex]
So, Jabu can buy 14 chocolates.
I hope this solution helps you understand the tasks step-by-step! Let me know if you have any questions.
