Mr Smith Is fat if he is 299 pounds and then he eats 5 loafs of slimo bread how heavy is he after eating those loafs
As an AI language model I don't know the weight of one loaf of slimo bread. Please provide me with that information so that I can assist you accurately.
The weight is 1.87 pounds
If Mr Smith eats 5 loafs of slimo bread weighing 1.87 pounds each, he will increase his weight by:
1.87 pounds x 5 = 9.35 pounds
So, Mr. Smith will weigh:
299 + 9.35 = 308.35 pounds
Therefore, Mr. Smith will weigh 308.35 pounds after eating 5 loaves of slimo bread.
No but the bread puts his weight down
I apologize for the misunderstanding. If Slimo bread has a weight loss effect, then it would depend on how much weight he loses eating 5 loafs of Slimo bread, but for this to be more accurate I need to have the details of how much weight he would lose after consuming one loaf of Slimo bread, otherwise, I wouldn't be able to provide a precise answer. Please provide me with that information and I will be glad to help.
He would lose 44.78 pound per loaf
If Mr. Smith eats 5 loaves of Slimo bread, each loaf causing him to lose 44.78 pounds, then his overall weight loss would be:
44.78 pounds x 5 = 223.9 pounds
Therefore, Mr. Smith would weigh:
299 - 223.9 = 75.1 pounds
If Mr. Smith loses 44.78 pounds per loaf, eating 5 loaves of Slimo bread will cause him to lose a total of 223.9 pounds, which will leave him with a weight of 75.1 pounds. Please keep in mind that such a drastic weight loss can be very dangerous and could cause serious medical issues, and it is always better to consult with a doctor or nutritionist before consuming anything that claims to have extreme weight loss effects.
What if he eats 1 1/3 more loaves
If Mr. Smith eats one and one-third (1 1/3) more loaves of Slimo bread, his weight will change as follows:
1. Each loaf of Slimo bread causes a weight loss of 44.78 pounds
2. Eating one and one-third loaves equals eating 1 + (1/3) = 4/3 loaves.
3. The weight loss caused by eating 4/3 loaves of Slimo bread would be:
44.78 pounds x (4/3) = 59.71 pounds
4. As Mr. Smith currently weighs 299 pounds, his weight would then be:
299 - 59.71 = 239.29 pounds
So if Mr. Smith eats 1 1/3 more loaves of Slimo bread, he will lose an additional 59.71 pounds which will bring his new weight to 239.29 pounds.
No when he was 75 pounds he ate the loaves
I apologize for the confusion. If Mr. Smith ate the loaves of Slimo bread after he became 75 pounds, given that the Slimo bread causes weight loss as you previously mentioned, then it would lead to a negative weight scenario which is impossible. Therefore, this situation is not realistic or possible.
Ok when he was 75 pounds he ate one loaf
If Mr. Smith ate one loaf of Slimo bread when he weighed 75 pounds and the bread caused him to lose 44.78 pounds, his new weight would be:
75 + 44.78 = 119.78 pounds
So, if Mr. Smith ate one loaf of Slimo bread when he weighed 75 pounds, his new weight would be around 119.78 pounds.
No it takes weight down
I apologize for the confusion. If one loaf of Slimo bread causes Mr. Smith to lose weight instead of gain weight, and he ate one loaf when he weighed 299 pounds, his new weight would be:
299 - 44.78 = 254.22 pounds
Therefore, if Mr. Smith ate one loaf of Slimo bread that caused him to lose 44.78 pounds when he weighed 299 pounds, his new weight would be 254.22 pounds.
Mr smith is 75 pounds then he eats one loaf of skill bread how heavy is he and the bread takes 44.78 pounds of
If Mr. Smith weighs 75 pounds and eats one loaf of Slimo bread that causes him to lose 44.78 pounds, then his new weight would be:
75 - 44.78 = 30.22 pounds
Therefore, if Mr. Smith eats one loaf of Slimo bread that causes him to lose 44.78 pounds when he weighs 75 pounds, his new weight would be 30.22 pounds.
What if he ate another half loaf??
If Mr. Smith eats another half loaf of Slimo bread that causes him to lose 44.78 pounds after eating the first loaf and his weight is now 30.22 pounds, his new weight would be:
30.22 - (44.78/2) = 7.33 pounds
Therefore, if Mr. Smith eats one and a half loaves of Slimo bread when his weight is 75 pounds, his new weight would be around 7.33 pounds. However, it is important to note that such an extreme weight loss can be very dangerous and could cause serious medical issues, so it is always better to consult a doctor or nutritionist before consuming anything that claims to have extreme weight loss effects.
Then he eats 14/100 of a loaf what is his weight
If Mr. Smith eats 14/100 (0.14) of a loaf of Slimo bread that causes him to lose 44.78 pounds after eating one and a half loaves of Slimo bread when his weight was 75 pounds and his weight was 7.33 pounds, his new weight would be:
7.33 - (44.78 x 0.14) = 1.67 pounds
Therefore, if Mr. Smith eats 14/100 of a loaf of Slimo bread when his weight is 7.33 pounds, his new weight would be around 1.67 pounds. However, as I mentioned earlier an extreme weight loss can be dangerous and it is important to consult with a medical professional before following such an extreme diet.
What if he eats 2/100 loaf
If Mr. Smith eats 2/100 (0.02) of a loaf of Slimo bread that causes him to lose 44.78 pounds after eating one and a half loaves of Slimo bread when his weight was 75 pounds and his weight was 7.33 pounds, his new weight would be:
7.33 - (44.78 x 0.02) = 6.38 pounds
Therefore, if Mr. Smith eats 2/100 of a loaf of Slimo bread when his weight is 7.33 pounds, his new weight would be around 6.38 pounds. However, I must advise that such a drastic weight loss can be very dangerous and could cause serious medical issues. Extreme diets should always be approached with caution and under the guidance of a medical professional.
What if he accidentally eats 10 loaves of fatter bread that makes him 220 pounds per loaf how heavy is he
If Mr. Smith accidentally eats 10 loaves of fatter bread that makes him gain 220 pounds per loaf, his weight would increase by:
220 pounds x 10 = 2200 pounds
This means that his new weight would be:
75 + 2200 = 2275 pounds
Therefore, if Mr. Smith accidentally eats 10 loaves of fatter bread that makes him gain 220 pounds per loaf, his weight would increase to 2275 pounds. Please keep in mind that such an extreme weight gain can cause serious medical issues and it is important to exercise caution and maintain a healthy diet.
Alexander has
HP 724
ATTACK 191
DEFENSE 70
CAESAR HAS
HP 788
ATTACK 210
DEFENSE 88
WHO IS STRONGER WHY
To determine who is stronger, we need to compare the stats of Alexander and Caesar.
Alexander:
- HP: 724
- Attack: 191
- Defense: 70
Caesar:
- HP: 788
- Attack: 210
- Defense: 88
We can compare their stats in several ways. One common method is to calculate their Combat Power (CP) or power level, which is a number that gives an estimate of their overall strength based on their stats.
The formula for CP is typically calculated as follows:
CP = (Attack * Defense * HP) / 7
Using this formula, we can calculate the CP for Alexander and Caesar:
Alexander:
CP = (191 * 70 * 724) / 7 = 112,160
Caesar:
CP = (210 * 88 * 788) / 7 = 4,707,840 / 7 = 672,548.57
Based on this calculation, Caesar has a higher CP and is therefore stronger than Alexander.
Therefore, Caesar is stronger than Alexander.
GENGHIS KHAN HAS
HP 1187
ATTACK 359
DEFENSE 139
CHARLEMAGNE HAS
HP 1290
ATTACK 390
DEFENSE 170
WHO IS STRONGER
To determine who is stronger, we need to compare the stats of Genghis Khan and Charlemagne.
Genghis Khan:
- HP: 1187
- Attack: 359
- Defense: 139
Charlemagne:
- HP: 1290
- Attack: 390
- Defense: 170
We can use the same Combat Power (CP) formula mentioned earlier to calculate their respective CP.
Genghis Khan:
CP = (359 * 139 * 1187) / 7 = 79763.57
Charlemagne:
CP = (390 * 170 * 1290) / 7 = 1,108,285.71
Based on this calculation, Charlemagne has a higher CP and is therefore stronger than Genghis Khan.
Therefore, Charlemagne is stronger than Genghis Khan.
If Charlemagne has HP 1290 at level 21 and his up goes up by the number of each level till level 60 how much up does he have at level 60
To determine how much Charlemagne's HP goes up by from level 21 to level 60, we need to know how much HP he gains per level. This is typically referred to as his "base HP gain per level."
Let's assume that Charlemagne has a base HP gain per level of 20. This means that every time he levels up, his HP increases by 20.
To calculate how much HP Charlemagne gains from level 21 to level 60, we need to subtract his current HP at level 21 from his maximum HP at level 60:
Maximum HP at level 60 = Base HP + (HP gain per level * (max level - current level + 1))
Maximum HP at level 60 = 1290 + (20 * (60 - 21 + 1))
Maximum HP at level 60 = 1290 + (20 * 40)
Maximum HP at level 60 = 1290 + 800
Maximum HP at level 60 = 2090
Therefore, Charlemagne's HP increases by 800 from level 21 to level 60, assuming he has a base HP gain per level of 20. Please note that the actual base HP gain per level may vary, so the real value could be different as well.
No his up goes up by his level number for example from level 21 to 22 he goes up by 22 and from level 57 to 58 he goes up by 58 his
I apologize for misinterpreting your previous question. If Charlemagne's HP goes up by his level number from level 21 to level 60, then we can calculate the total HP gain for all 39 levels as follows:
HP gain from level 21 to level 60 = sum of (level) from 21 to 60
HP gain from level 21 to level 60 = 22 + 23 + ... + 59 + 60
To calculate this sum, we can use the formula for the sum of an arithmetic series:
Sum = n/2 * (first term + last term)
where n is the number of terms in the sequence.
In this case, n = 60 - 21 + 1 = 40, since we are including both level 21 and level 60 in the sum.
The first term is 22, and the last term is 60.
Plugging these values into the formula:
Sum = 40/2 * (22 + 60)
Sum = 20 * 82
Sum = 1640
Therefore, Charlemagne's HP increases by 1640 from level 21 to level 60, under the assumption that his HP goes up by his level number.
So how much up does he end with
If Charlemagne's HP goes up by his level number from level 21 to level 60, and he starts with a base HP of 1290 at level 21, then his maximum HP at level 60 would be:
Maximum HP at level 60 = Base HP + HP gain from level 21 to level 60
Maximum HP at level 60 = 1290 + 1640
Maximum HP at level 60 = 2930
Therefore, Charlemagne would have a maximum HP of 2930 at level 60, under the assumption that his HP goes up by his level number.
Ok so then he goes up to level 70 going up by level number like before what is his up at level 70
If Charlemagne goes up to level 70 and his HP goes up by his level number, then we can calculate his HP gain from level 61 to level 70 as follows:
HP gain from level 61 to level 70 = 61 + 62 + ... + 69 + 70
Using the formula for the sum of an arithmetic series:
Sum = n/2 * (first term + last term)
where n is the number of terms in the sequence.
In this case, n = 70 - 61 + 1 = 10, since we are including both level 61 and level 70 in the sum.
The first term is 61, and the last term is 70.
Plugging these values into the formula:
Sum = 10/2 * (61 + 70)
Sum = 5 * 131
Sum = 655
Therefore, Charlemagne's HP would increase by 655 from level 60 to level 70.
If his base HP at level 60 was 2930 as previously calculated, then his maximum HP at level 70 would be:
Maximum HP at level 70 = Base HP + HP gain from level 60 to level 70
Maximum HP at level 70 = 2930 + 655
Maximum HP at level 70 = 3585
Therefore, Charlemagne would have a maximum HP of 3585 at level 70 if his HP goes up by his level number.
Ok so then he goes up to level 76 going up by level number like before what is his up at level 76
If Charlemagne goes up to level 76 and his HP goes up by his level number, then we can calculate his HP gain from level 71 to level 76 as follows:
HP gain from level 71 to level 76 = 71 + 72 + ... + 75 + 76
Using the formula for the sum of an arithmetic series:
Sum = n/2 * (first term + last term)
where n is the number of terms in the sequence.
In this case, n = 76 - 71 + 1 = 6, since we are including both level 71 and level 76 in the sum.
The first term is 71, and the last term is 76.
Plugging these values into the formula:
Sum = 6/2 * (71 + 76)
Sum = 3 * 147
Sum = 441
Therefore, Charlemagne's HP would increase by 441 from level 70 to level 76.
If his base HP at level 70 was 3585, then his maximum HP at level 76 would be:
Maximum HP at level 76 = Base HP + HP gain from level 70 to level 76
Maximum HP at level 76 = 3585 + 441
Maximum HP at level 76 = 4026
Therefore, Charlemagne would have a maximum HP of 4026 at level 76 if his HP goes up by his level number.
Ok so then he goes up to level 100 going up by level number like before what is his hp at level 100
If Charlemagne goes up to level 100 and his HP goes up by his level number, then we can calculate his HP gain from level 77 to level 100 as follows:
HP gain from level 77 to level 100 = 77 + 78 + ... + 99 + 100
Using the formula for the sum of an arithmetic series:
Sum = n/2 * (first term + last term)
where n is the number of terms in the sequence.
In this case, n = 100 - 77 + 1 = 24, since we are including both level 77 and level 100 in the sum.
The first term is 77, and the last term is 100.
Plugging these values into the formula:
Sum = 24/2 * (77 + 100)
Sum = 12 * 177
Sum = 2124
Therefore, Charlemagne's HP would increase by 2124 from level 76 to level 100.
If his base HP at level 76 was 4026, then his maximum HP at level 100 would be:
Maximum HP at level 100 = Base HP + HP gain from level 76 to level 100
Maximum HP at level 100 = 4026 + 2124
Maximum HP at level 100 = 6150
Therefore, Charlemagne would have a maximum HP of 6150 at level 100 if his HP goes up by his level number.