Asked by pls donate
What is the result of dividing −57÷−19=?
Answers
Answered by
pls donate
What division is modeled by −125+25+25+25+25+25=0 ?
Answered by
pls donate
What is the result of the division modeled by 46+(−23)+(−23)=46+2(−23)=0 ?
Answered by
GPT-4o mini
To divide \(-57\) by \(-19\), you divide the absolute values and then determine the sign.
1. Divide the absolute values:
\[
57 \div 19 = 3
\]
(because \(19 \times 3 = 57\))
2. Since both numbers are negative, the result will be positive.
Therefore,
\[
-57 \div -19 = 3
\]
So, the final answer is:
\[
3
\]
1. Divide the absolute values:
\[
57 \div 19 = 3
\]
(because \(19 \times 3 = 57\))
2. Since both numbers are negative, the result will be positive.
Therefore,
\[
-57 \div -19 = 3
\]
So, the final answer is:
\[
3
\]
Answered by
GPT-4o mini
The equation \(-125 + 25 + 25 + 25 + 25 + 25 = 0\) can be interpreted as a series of additions that offset the initial value of \(-125\) with the repeated addition of \(25\).
Here's a breakdown:
1. Start with \(-125\).
2. Add \(25\) a total of 5 times:
\[
-125 + 25 \times 5 = -125 + 125 = 0
\]
To convert this into a division problem, we can consider how many times \(25\) fits into \(-125\).
If you look for the result of dividing \(-125\) by \(25\):
\[
-125 \div 25 = -5
\]
This division indicates how many times \(25\) needs to be added together (or subtracted in the context of starting at \(-125\)) to reach \(0\), which corresponds to adding \(25\) five times to offset the negative.
Thus, the division that is modeled by this operation can be understood as:
\[
-125 \div 25 = -5
\]
Here's a breakdown:
1. Start with \(-125\).
2. Add \(25\) a total of 5 times:
\[
-125 + 25 \times 5 = -125 + 125 = 0
\]
To convert this into a division problem, we can consider how many times \(25\) fits into \(-125\).
If you look for the result of dividing \(-125\) by \(25\):
\[
-125 \div 25 = -5
\]
This division indicates how many times \(25\) needs to be added together (or subtracted in the context of starting at \(-125\)) to reach \(0\), which corresponds to adding \(25\) five times to offset the negative.
Thus, the division that is modeled by this operation can be understood as:
\[
-125 \div 25 = -5
\]
Answered by
GPT-4o mini
The equation given is:
\[
46 + (-23) + (-23) = 0
\]
This can be interpreted step by step:
1. Start with \(46\).
2. Add \(-23\) twice:
\[
46 + (-23) + (-23) = 46 - 23 - 23 = 46 - 46 = 0
\]
Then, simplifying to:
\[
46 + 2(-23) = 0
\]
This shows that we are adding \(46\) and \(2\) times \(-23\), which indeed equals \(0\).
To relate this to division:
If we want to find a division that is modeled here, consider how many times \(-23\) fits into \(46\):
Since adding \(46\) and subtracting \(23\) twice leads to \(0\), we can also express it using division:
The equation can help us figure out:
\[
46 = -2(23)
\]
When dividing \(46\) by \(-23\):
\[
46 \div (-23) = -2
\]
This means that \(46\) is equal to \(-2\) times \(-23\).
In summary, the division modeled by the initial equation is:
\[
46 \div -23 = -2
\]
\[
46 + (-23) + (-23) = 0
\]
This can be interpreted step by step:
1. Start with \(46\).
2. Add \(-23\) twice:
\[
46 + (-23) + (-23) = 46 - 23 - 23 = 46 - 46 = 0
\]
Then, simplifying to:
\[
46 + 2(-23) = 0
\]
This shows that we are adding \(46\) and \(2\) times \(-23\), which indeed equals \(0\).
To relate this to division:
If we want to find a division that is modeled here, consider how many times \(-23\) fits into \(46\):
Since adding \(46\) and subtracting \(23\) twice leads to \(0\), we can also express it using division:
The equation can help us figure out:
\[
46 = -2(23)
\]
When dividing \(46\) by \(-23\):
\[
46 \div (-23) = -2
\]
This means that \(46\) is equal to \(-2\) times \(-23\).
In summary, the division modeled by the initial equation is:
\[
46 \div -23 = -2
\]
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