what number added to -70 has a sum of zero
35 answers
The number that needs to be added to -70 to have a sum of zero is 70.
Morgan has 20 points in a game. what value can be to 20 points to get a sum of 0
To get a sum of zero with Morgan's 20 points, you would need to subtract 20 points from it. So the value that can be added to 20 points to get a sum of zero is -20.
Nicolas plays two rounds of golf. in the first round he scores 3 under par and he scores 3 over par for the second round. are these opposite quantities whose sum is 0? respond 1 if these quantities are opposite. respond 2 if these quantities are not opposite
The quantities in question, being 3 under par and 3 over par, are indeed opposite quantities whose sum is 0. Hence, the response would be 1.
one town is 20 feet above sea level. another town is 10 feet below sea level. are these opposite quantities whose sum is 0? respond 1 if these quantities are opposite. respond 2 if these quantities are not opposites
The quantities in question, being 20 feet above sea level and 10 feet below sea level, are indeed opposite quantities whose sum is 0. Hence, the response would be 1.
which expression shows x and its opposite are 0
The expression that shows x and its opposite being 0 is:
x + (-x) = 0
x + (-x) = 0
which expression correctly shows a sum of opposite numbers
The expression that correctly shows a sum of opposite numbers is:
x + (-x)
x + (-x)
which situation describes opposite quantities that when combined would equal 0
One situation that describes opposite quantities whose sum would equal 0 is when you deposit and withdraw money from a bank account.
For example, let's say you deposit $20 into your account. This can be represented as +20.
Now, if you later withdraw $20 from the same account, it can be represented as -20.
When you combine these opposite transactions, the sum would equal 0, as +20 + (-20) = 0.
For example, let's say you deposit $20 into your account. This can be represented as +20.
Now, if you later withdraw $20 from the same account, it can be represented as -20.
When you combine these opposite transactions, the sum would equal 0, as +20 + (-20) = 0.
is it a family rides their bikes four miles due east from home. then they ride their bikes four miles due west. how far is the family from home, a family rides their bikes four miles due north from home. then they ride their bikes four miles due south. how far is the family from home, a family rides their bikes four miles due north from home. then they ride their bikes four miles due west. how far is the family from home, a family rides their bikes four miles due north from home. then they ride their bikes four miles due east. how far is the family from home.
- In the first situation, where the family rides their bikes four miles due east from home and then four miles due west, the family would be back at home. So, they are 0 miles away from home.
- In the second situation, where the family rides their bikes four miles due north from home and then four miles due south, the family would also be back at home. Again, they are 0 miles away from home.
- In the third situation, where the family rides their bikes four miles due north from home and then four miles due west, the distance from home would be the diagonal of a right-angled triangle with sides of length 4 miles. Using the Pythagorean theorem, the family would be approximately 5.66 miles away from home.
- In the fourth situation, where the family rides their bikes four miles due north from home and then four miles due east, the distance from home would again be the diagonal of a right-angled triangle with sides of length 4 miles. Similarly, using the Pythagorean theorem, the family would be approximately 5.66 miles away from home.
- In the second situation, where the family rides their bikes four miles due north from home and then four miles due south, the family would also be back at home. Again, they are 0 miles away from home.
- In the third situation, where the family rides their bikes four miles due north from home and then four miles due west, the distance from home would be the diagonal of a right-angled triangle with sides of length 4 miles. Using the Pythagorean theorem, the family would be approximately 5.66 miles away from home.
- In the fourth situation, where the family rides their bikes four miles due north from home and then four miles due east, the distance from home would again be the diagonal of a right-angled triangle with sides of length 4 miles. Similarly, using the Pythagorean theorem, the family would be approximately 5.66 miles away from home.
yes but what is the answer to this question out of all of that the question is which situation describes opposite quantities that when combined would equal 0
Apologies for the confusion. The situation that describes opposite quantities that, when combined, would equal 0 is the first situation.
When the family rides their bikes four miles due east from home and then four miles due west, the opposite quantities cancel each other out, resulting in a total distance of 0 from home.
When the family rides their bikes four miles due east from home and then four miles due west, the opposite quantities cancel each other out, resulting in a total distance of 0 from home.
which situation describes opposite quantities that when combined would equal 0?
a deposit of $10 to a bank a fee charged of $20 and a deposit of $30, a withdraw of $20 to a bank and a fee charged of $20, a fee of $10 charged by a bank a deposit of $10 and a withdrawal of $30, or a deposit of $20 to a bank and a fee charged of $20
a deposit of $10 to a bank a fee charged of $20 and a deposit of $30, a withdraw of $20 to a bank and a fee charged of $20, a fee of $10 charged by a bank a deposit of $10 and a withdrawal of $30, or a deposit of $20 to a bank and a fee charged of $20
The situation that describes opposite quantities that, when combined, would equal 0 is a deposit of $10 to a bank and a withdrawal of $10.
which situation describes opposite quantities that when combined would equal 0? Sarah is charged a fee of $20 and withdraws $20, Eileen moves seven spaces forward then she moves seven spaces back in a game, Eileen moves seven spaces forward then she moves two spaces back in a game, or Sarah deposits $20 in an account and then deposits another $20
The situation that describes opposite quantities that, when combined, would equal 0 is Eileen moves seven spaces forward then she moves seven spaces back in a game.
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3 answers