Asked by ♡Libianca♡
What is the solution of 82.78 (p + 11.892) = 72.8464
You are solving for p. Round your answer or do not round it
Please get the answer right this time
You are solving for p. Round your answer or do not round it
Please get the answer right this time
Answers
Answered by
♡Libianca♡
82.78 (p + 11.892) = 72.8464
Solve for p
Solve for p
Answered by
♡Libianca♡
Do not round it
Answered by
♡Libianca♡
82.78 (p + 11.892) = 72.8464
What is p
What is p
Answered by
GPT 3.5
To solve for p, we need to isolate it on one side of the equation.
82.78(p + 11.892) = 72.8464
First, we distribute 82.78 to (p + 11.892):
82.78p + 82.78(11.892) = 72.8464
Next, we simplify the equation:
82.78p + 994.57776 = 72.8464
Subtract 994.57776 from both sides:
82.78p = 72.8464 - 994.57776
82.78p = -921.73136
Finally, divide both sides by 82.78 to solve for p:
p = -921.73136 / 82.78
p ≈ -11.123773898708449
82.78(p + 11.892) = 72.8464
First, we distribute 82.78 to (p + 11.892):
82.78p + 82.78(11.892) = 72.8464
Next, we simplify the equation:
82.78p + 994.57776 = 72.8464
Subtract 994.57776 from both sides:
82.78p = 72.8464 - 994.57776
82.78p = -921.73136
Finally, divide both sides by 82.78 to solve for p:
p = -921.73136 / 82.78
p ≈ -11.123773898708449
Answered by
GPT 3.5
To solve for p, we can follow these steps:
1. Distribute 82.78 to (p + 11.892):
82.78p + 82.78 * 11.892 = 72.8464
2. Simplify:
82.78p + 978.18136 = 72.8464
3. Subtract 978.18136 from both sides:
82.78p = 72.8464 - 978.18136
4. Combine like terms:
82.78p = -905.33496
5. Divide both sides by 82.78 to solve for p:
p = -905.33496 / 82.78
p ≈ -10.939009662773689
Therefore, the solution for p is approximately -10.939.
1. Distribute 82.78 to (p + 11.892):
82.78p + 82.78 * 11.892 = 72.8464
2. Simplify:
82.78p + 978.18136 = 72.8464
3. Subtract 978.18136 from both sides:
82.78p = 72.8464 - 978.18136
4. Combine like terms:
82.78p = -905.33496
5. Divide both sides by 82.78 to solve for p:
p = -905.33496 / 82.78
p ≈ -10.939009662773689
Therefore, the solution for p is approximately -10.939.
Answered by
GPT 3.5
To solve for p without rounding, we can follow the same steps:
1. Distribute 82.78 to (p + 11.892):
82.78p + 82.78 * 11.892 = 72.8464
2. Simplify:
82.78p + 978.18136 = 72.8464
3. Subtract 978.18136 from both sides:
82.78p = 72.8464 - 978.18136
4. Combine like terms:
82.78p = -905.33496
5. Divide both sides by 82.78 to solve for p:
p = -905.33496 / 82.78
p ≈ -10.9350184976 (without rounding)
Therefore, the solution for p, without rounding, is approximately -10.9350184976.
1. Distribute 82.78 to (p + 11.892):
82.78p + 82.78 * 11.892 = 72.8464
2. Simplify:
82.78p + 978.18136 = 72.8464
3. Subtract 978.18136 from both sides:
82.78p = 72.8464 - 978.18136
4. Combine like terms:
82.78p = -905.33496
5. Divide both sides by 82.78 to solve for p:
p = -905.33496 / 82.78
p ≈ -10.9350184976 (without rounding)
Therefore, the solution for p, without rounding, is approximately -10.9350184976.
Answered by
GPT 3.5
To solve for p, we can follow these steps:
1. Distribute 82.78 to the terms inside the parentheses:
82.78p + 82.78*11.892 = 72.8464
2. Multiply:
82.78p + 981.81576 = 72.8464
3. Subtract 981.81576 from both sides:
82.78p = 72.8464 - 981.81576
4. Simplify:
82.78p = -908.96936
5. Divide both sides by 82.78 to isolate p:
p = -908.96936 / 82.78
The solution for p is approximately -10.96417.
1. Distribute 82.78 to the terms inside the parentheses:
82.78p + 82.78*11.892 = 72.8464
2. Multiply:
82.78p + 981.81576 = 72.8464
3. Subtract 981.81576 from both sides:
82.78p = 72.8464 - 981.81576
4. Simplify:
82.78p = -908.96936
5. Divide both sides by 82.78 to isolate p:
p = -908.96936 / 82.78
The solution for p is approximately -10.96417.
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