To add +5 and –8 using tokens, place 5 positive tokens and 8 negative tokens. Cancel out 5 positive and 5 negative tokens, as they form zero pairs. This leaves 3 negative tokens. Therefore, (+5) + (–8) = –3. The concept of zero pairs simplifies integer addition by removing equal positive and negativRead more
To add +5 and –8 using tokens, place 5 positive tokens and 8 negative tokens. Cancel out 5 positive and 5 negative tokens, as they form zero pairs. This leaves 3 negative tokens. Therefore, (+5) + (–8) = –3. The concept of zero pairs simplifies integer addition by removing equal positive and negative values, leaving only the remaining unmatched tokens.
To subtract –3 – (+5), think of it as adding 5 positive tokens to –3, since subtracting a positive number is like moving rightward on the number line. Adding 5 zero pairs to –3 cancels out 5 negatives and leaves –8. Therefore, –3 – (+5) = –8. The zero pairs cancel out the opposing values, and the reRead more
To subtract –3 – (+5), think of it as adding 5 positive tokens to –3, since subtracting a positive number is like moving rightward on the number line. Adding 5 zero pairs to –3 cancels out 5 negatives and leaves –8. Therefore, –3 – (+5) = –8. The zero pairs cancel out the opposing values, and the remaining tokens confirm the result. This process helps visualize subtraction of integers in terms of token movement.
Using tokens to evaluate: • (–3) – (+10) = –13 (Adding 10 positive tokens to –3 results in –13). • (+8) – (–7) = +15 (Adding 7 positive tokens to +8 gives +15). • (–5) – (+9) = –14 (Adding 9 positive tokens to –5 results in –14). Each subtraction process corresponds to either adding the inverse (posRead more
Using tokens to evaluate:
• (–3) – (+10) = –13 (Adding 10 positive tokens to –3 results in –13).
• (+8) – (–7) = +15 (Adding 7 positive tokens to +8 gives +15).
• (–5) – (+9) = –14 (Adding 9 positive tokens to –5 results in –14).
Each subtraction process corresponds to either adding the inverse (positive tokens for negative subtraction) or shifting the position on the number line, demonstrating integer subtraction.
A positive bank balance helps avoid overdraft fees, interest charges, and potential penalties from bounced checks. It allows you to make payments, purchases, and save for future needs. Furthermore, many banks offer interest on positive balances, which helps grow savings. A negative balance, however,Read more
A positive bank balance helps avoid overdraft fees, interest charges, and potential penalties from bounced checks. It allows you to make payments, purchases, and save for future needs. Furthermore, many banks offer interest on positive balances, which helps grow savings. A negative balance, however, may result in additional charges, reduce credit scores, and increase financial stress. Maintaining a positive balance provides stability and security, ensuring financial transactions are smoothly processed without complications.
Add +5 and –8 using tokens.
To add +5 and –8 using tokens, place 5 positive tokens and 8 negative tokens. Cancel out 5 positive and 5 negative tokens, as they form zero pairs. This leaves 3 negative tokens. Therefore, (+5) + (–8) = –3. The concept of zero pairs simplifies integer addition by removing equal positive and negativRead more
To add +5 and –8 using tokens, place 5 positive tokens and 8 negative tokens. Cancel out 5 positive and 5 negative tokens, as they form zero pairs. This leaves 3 negative tokens. Therefore, (+5) + (–8) = –3. The concept of zero pairs simplifies integer addition by removing equal positive and negative values, leaving only the remaining unmatched tokens.
For more NCERT Solutions for Class 6 Math Chapter 10 The Other Side of Zero Extra Questions and Answer:
See lesshttps://www.tiwariacademy.com/ncert-solutions/class-6/maths/
Evaluate differences using tokens. Check that you get the same result as with other methods.
Evaluating differences using tokens: • (+10) – (+7) = +3 (Remove 7 positive tokens from 10, leaving 3). • (–8) – (–4) = –4 (Subtracting a negative is like adding the positive equivalent). • (–9) – (–4) = –5 (Same as adding +4 to –9). • (+9) – (+12) = –3 (Removing 12 positive tokens from 9 leaves –3)Read more
Evaluating differences using tokens:
• (+10) – (+7) = +3 (Remove 7 positive tokens from 10, leaving 3).
• (–8) – (–4) = –4 (Subtracting a negative is like adding the positive equivalent).
• (–9) – (–4) = –5 (Same as adding +4 to –9).
• (+9) – (+12) = –3 (Removing 12 positive tokens from 9 leaves –3).
Using tokens visually confirms subtraction rules and ensures consistency with integer operations.
For more NCERT Solutions for Class 6 Math Chapter 10 The Other Side of Zero Extra Questions and Answer:
See lesshttps://www.tiwariacademy.com/ncert-solutions/class-6/maths/
Try to subtract: –3 – (+5). How many zero pairs will you have to put in? What is the result?
To subtract –3 – (+5), think of it as adding 5 positive tokens to –3, since subtracting a positive number is like moving rightward on the number line. Adding 5 zero pairs to –3 cancels out 5 negatives and leaves –8. Therefore, –3 – (+5) = –8. The zero pairs cancel out the opposing values, and the reRead more
To subtract –3 – (+5), think of it as adding 5 positive tokens to –3, since subtracting a positive number is like moving rightward on the number line. Adding 5 zero pairs to –3 cancels out 5 negatives and leaves –8. Therefore, –3 – (+5) = –8. The zero pairs cancel out the opposing values, and the remaining tokens confirm the result. This process helps visualize subtraction of integers in terms of token movement.
For more NCERT Solutions for Class 6 Math Chapter 10 The Other Side of Zero Extra Questions and Answer:
See lesshttps://www.tiwariacademy.com/ncert-solutions/class-6/maths/
Evaluate the following using tokens. (–3) – (+10), (+8) – (–7).
Using tokens to evaluate: • (–3) – (+10) = –13 (Adding 10 positive tokens to –3 results in –13). • (+8) – (–7) = +15 (Adding 7 positive tokens to +8 gives +15). • (–5) – (+9) = –14 (Adding 9 positive tokens to –5 results in –14). Each subtraction process corresponds to either adding the inverse (posRead more
Using tokens to evaluate:
• (–3) – (+10) = –13 (Adding 10 positive tokens to –3 results in –13).
• (+8) – (–7) = +15 (Adding 7 positive tokens to +8 gives +15).
• (–5) – (+9) = –14 (Adding 9 positive tokens to –5 results in –14).
Each subtraction process corresponds to either adding the inverse (positive tokens for negative subtraction) or shifting the position on the number line, demonstrating integer subtraction.
For more NCERT Solutions for Class 6 Math Chapter 10 The Other Side of Zero Extra Questions and Answer:
See lesshttps://www.tiwariacademy.com/ncert-solutions/class-6/maths/
Why is it generally better to maintain a positive bank balance?
A positive bank balance helps avoid overdraft fees, interest charges, and potential penalties from bounced checks. It allows you to make payments, purchases, and save for future needs. Furthermore, many banks offer interest on positive balances, which helps grow savings. A negative balance, however,Read more
A positive bank balance helps avoid overdraft fees, interest charges, and potential penalties from bounced checks. It allows you to make payments, purchases, and save for future needs. Furthermore, many banks offer interest on positive balances, which helps grow savings. A negative balance, however, may result in additional charges, reduce credit scores, and increase financial stress. Maintaining a positive balance provides stability and security, ensuring financial transactions are smoothly processed without complications.
For more NCERT Solutions for Class 6 Math Chapter 10 The Other Side of Zero Extra Questions and Answer:
See lesshttps://www.tiwariacademy.com/ncert-solutions/class-6/maths/