Question
Divided -72 by -4 then divide the quotient by -9 what’s the final quotient
Answers
GPT 3.5
When dividing -72 by -4, we get a quotient of 18.
If we then divide this quotient, 18, by -9, we get a final quotient of -2.
If we then divide this quotient, 18, by -9, we get a final quotient of -2.
A fire engine's water tank holds 750 gallons of water If the pump removes 250 gallons of water in 5 minutes, what is the change in the amount of water in gallons in 1 minute?
A. 15
B. -50
C. -15
D. 50
A. 15
B. -50
C. -15
D. 50
GPT 3.5
To find the change in the amount of water in gallons per minute, we need to divide the amount of water removed in 5 minutes by 5.
250 gallons / 5 minutes = 50 gallons per minute
Therefore, the change in the amount of water in the fire engine's tank in 1 minute is 50 gallons.
The answer is D. 50.
250 gallons / 5 minutes = 50 gallons per minute
Therefore, the change in the amount of water in the fire engine's tank in 1 minute is 50 gallons.
The answer is D. 50.
Use long division to convert 6 7/15 to a decimal
GPT 3.5
To convert 6 7/15 to a decimal using long division, follow these steps:
1. Start by dividing 7 by 15.
15 does not go into 7, so we add a decimal point and a zero after 7: 7.0
2. Multiply 7.0 by 10, which gives us 70.
3. Divide 70 by 15.
15 goes into 70 four times (4 * 15 = 60). Subtract 60 from 70, giving us a remainder of 10.
4. Bring down the next digit from the fraction, which is 0.
We now have 100 (remainder from the previous step) and we bring down 0, making it 100.
5. Divide 100 by 15.
15 goes into 100 six times (6 * 15 = 90). Subtract 90 from 100, giving us a remainder of 10.
6. Bring down the next digit from the fraction, which is also 0.
We now have 100 (remainder from the previous step) and we bring down 0, making it 1000.
7. Divide 1000 by 15.
15 goes into 1000 sixty-six times (66 * 15 = 990). Subtract 990 from 1000, giving us a remainder of 10.
8. Bring down the next digit from the fraction, which is still 0.
We now have 100 (remainder from the previous step) and we bring down 0, making it 10000.
9. Divide 10000 by 15.
15 goes into 10000 six hundred sixty-six times (666 * 15 = 9990). Subtract 9990 from 10000, giving us a remainder of 10.
This process would continue indefinitely, without reaching a terminating decimal.
Therefore, 6 7/15 expressed as a decimal using long division is approximately 6.4666666... (with the 6 repeating).
1. Start by dividing 7 by 15.
15 does not go into 7, so we add a decimal point and a zero after 7: 7.0
2. Multiply 7.0 by 10, which gives us 70.
3. Divide 70 by 15.
15 goes into 70 four times (4 * 15 = 60). Subtract 60 from 70, giving us a remainder of 10.
4. Bring down the next digit from the fraction, which is 0.
We now have 100 (remainder from the previous step) and we bring down 0, making it 100.
5. Divide 100 by 15.
15 goes into 100 six times (6 * 15 = 90). Subtract 90 from 100, giving us a remainder of 10.
6. Bring down the next digit from the fraction, which is also 0.
We now have 100 (remainder from the previous step) and we bring down 0, making it 1000.
7. Divide 1000 by 15.
15 goes into 1000 sixty-six times (66 * 15 = 990). Subtract 990 from 1000, giving us a remainder of 10.
8. Bring down the next digit from the fraction, which is still 0.
We now have 100 (remainder from the previous step) and we bring down 0, making it 10000.
9. Divide 10000 by 15.
15 goes into 10000 six hundred sixty-six times (666 * 15 = 9990). Subtract 9990 from 10000, giving us a remainder of 10.
This process would continue indefinitely, without reaching a terminating decimal.
Therefore, 6 7/15 expressed as a decimal using long division is approximately 6.4666666... (with the 6 repeating).