The fun side of Math
150 - 
42731 pts ★ Titan
8974 pts ★ ExpertOn 2025-03-02 at 23:58:35
What is 1+2+3+4+5+6+7+8+9+10
Watch this video to find out https://youtu.be/dQw4w9WgXcQ?si=H0DPGjHiQZSRcacW
That's a rickroll, and it's 55.
What's the next question?
On 2025-03-03 at 00:01:44
What is 492874272784628 X 293829283692229
On 2025-03-03 at 00:05:05
What is 492874272784628 X 293829283692229
144,820,894,522,635,523,637,154,255,812
On 2025-03-03 at 00:05:48
Straight from my Honors Geometry Homework:
A satellite in a nearly circular orbit is 2000 km above Earth’s surface. The radius of Earth is approximately 6400 km. If the satellite completes its orbit in 12 hours, calculate the speed of the satellite in kilometers per hour.
(Round to the nearest km/hr)
Answer:
A satellite in a nearly circular orbit is 2000 km above Earth’s surface. The radius of Earth is approximately 6400 km. If the satellite completes its orbit in 12 hours, calculate the speed of the satellite in kilometers per hour.
(Round to the nearest km/hr)
Answer:
On 2025-03-03 at 00:10:01
Straight from my Honors Geometry Homework:
A satellite in a nearly circular orbit is 2000 km above Earth’s surface. The radius of Earth is approximately 6400 km. If the satellite completes its orbit in 12 hours, calculate the speed of the satellite in kilometers per hour.
(Round to the nearest km/hr)
Answer:
A satellite in a nearly circular orbit is 2000 km above Earth’s surface. The radius of Earth is approximately 6400 km. If the satellite completes its orbit in 12 hours, calculate the speed of the satellite in kilometers per hour.
(Round to the nearest km/hr)
Answer:
Well...
now I realize I confused circumference and area for the fourth time...
Problem: Calculate the sine of 85 degrees to the nearest thousandth.
2
2On 2025-03-03 at 00:14:28
Straight from my Honors Geometry Homework:
A satellite in a nearly circular orbit is 2000 km above Earth’s surface. The radius of Earth is approximately 6400 km. If the satellite completes its orbit in 12 hours, calculate the speed of the satellite in kilometers per hour.
(Round to the nearest km/hr)
Answer:
A satellite in a nearly circular orbit is 2000 km above Earth’s surface. The radius of Earth is approximately 6400 km. If the satellite completes its orbit in 12 hours, calculate the speed of the satellite in kilometers per hour.
(Round to the nearest km/hr)
Answer:
Well...
now I realize I confused circumference and area for the fourth time...
Problem: Calculate the sine of 85 degrees to the nearest thousandth.
Impossible math 💀
On 2025-03-03 at 00:31:03
Straight from my Honors Geometry Homework:
A satellite in a nearly circular orbit is 2000 km above Earth’s surface. The radius of Earth is approximately 6400 km. If the satellite completes its orbit in 12 hours, calculate the speed of the satellite in kilometers per hour.
(Round to the nearest km/hr)
Answer:
A satellite in a nearly circular orbit is 2000 km above Earth’s surface. The radius of Earth is approximately 6400 km. If the satellite completes its orbit in 12 hours, calculate the speed of the satellite in kilometers per hour.
(Round to the nearest km/hr)
Answer:
Well...
now I realize I confused circumference and area for the fourth time...
Problem: Calculate the sine of 85 degrees to the nearest thousandth.
Impossible math 💀
It's honestly not that bad. Just find the circumference and divide it by the number of hours.
On 2025-03-03 at 00:36:44
Straight from my Honors Geometry Homework:
A satellite in a nearly circular orbit is 2000 km above Earth’s surface. The radius of Earth is approximately 6400 km. If the satellite completes its orbit in 12 hours, calculate the speed of the satellite in kilometers per hour.
(Round to the nearest km/hr)
Answer:
A satellite in a nearly circular orbit is 2000 km above Earth’s surface. The radius of Earth is approximately 6400 km. If the satellite completes its orbit in 12 hours, calculate the speed of the satellite in kilometers per hour.
(Round to the nearest km/hr)
Answer:
Well...
now I realize I confused circumference and area for the fourth time...
Problem: Calculate the sine of 85 degrees to the nearest thousandth.
Impossible math 💀
It's honestly not that bad. Just find the circumference and divide it by the number of hours.
I'm a coding nerd, and I figured that out
On 2025-03-03 at 03:31:37
On 2025-03-03 at 03:32:26
Imagine how much money people in math problems spend
On 2025-03-03 at 23:58:04
Imagine how much money people in math problems spend
the average cost of a watermelon is $3.60, however because watermelons could be bought left and right they could possibly increase the price by 50%, and let's say the amount of watermelons is 150 (i know i didnt count but it's just an okay number), so how much money did THAT guy just spend?
On 2025-03-04 at 00:04:57
Imagine how much money people in math problems spend
the average cost of a watermelon is $3.60, however because watermelons could be bought left and right they could possibly increase the price by 50%, and let's say the amount of watermelons is 150 (i know i didnt count but it's just an okay number), so how much money did THAT guy just spend?
So, that guy just spent $810 on watermelons.
On 2025-03-04 at 00:11:18
Imagine how much money people in math problems spend
the average cost of a watermelon is $3.60, however because watermelons could be bought left and right they could possibly increase the price by 50%, and let's say the amount of watermelons is 150 (i know i didnt count but it's just an okay number), so how much money did THAT guy just spend?
ok i did make a mistake here i accidentally put all of the one multiples as zeros, just wanted to tell you this before i get corrected for something i already corrected
On 2025-03-04 at 00:11:56
Imagine how much money people in math problems spend
the average cost of a watermelon is $3.60, however because watermelons could be bought left and right they could possibly increase the price by 50%, and let's say the amount of watermelons is 150 (i know i didnt count but it's just an okay number), so how much money did THAT guy just spend?
So, that guy just spent $810 on watermelons.
You made a math error, the correct answer is $540 spent on watermelons
(use a calculator)
On 2025-03-04 at 00:15:56
Imagine how much money people in math problems spend
the average cost of a watermelon is $3.60, however because watermelons could be bought left and right they could possibly increase the price by 50%, and let's say the amount of watermelons is 150 (i know i didnt count but it's just an okay number), so how much money did THAT guy just spend?
So, that guy just spent $810 on watermelons.
You made a math error, the correct answer is $540 spent on watermelons
(use a calculator)
True nerds don't use calculators.
On 2025-03-04 at 00:21:25
Imagine how much money people in math problems spend
the average cost of a watermelon is $3.60, however because watermelons could be bought left and right they could possibly increase the price by 50%, and let's say the amount of watermelons is 150 (i know i didnt count but it's just an okay number), so how much money did THAT guy just spend?
So, that guy just spent $810 on watermelons.
You made a math error, the correct answer is $540 spent on watermelons
(use a calculator)
True nerds don't use calculators.
Yeah, (but maybe not) but I'm a geek.
On 2025-03-04 at 00:23:44
Imagine how much money people in math problems spend
the average cost of a watermelon is $3.60, however because watermelons could be bought left and right they could possibly increase the price by 50%, and let's say the amount of watermelons is 150 (i know i didnt count but it's just an okay number), so how much money did THAT guy just spend?
So, that guy just spent $810 on watermelons.
You made a math error, the correct answer is $540 spent on watermelons
(use a calculator)
True nerds don't use calculators.
Yeah, (but maybe not) but I'm a geek.
I like html coding, math, and Mariokart.
1On 2025-03-04 at 00:23:50
What is this decimal in fraction form?
0.384615...
0.384615...
On 2025-03-04 at 00:23:56
So, that guy just spent $810 on watermelons.
You made a math error, the correct answer is $540 spent on watermelons
(use a calculator)
Alright! Let's break it down then:
Cost of one watermelon: $3.60.
Price increase: 50%, so the new price will be 1.5 times the original price.
New price per watermelon = $3.60 × 1.5 = $5.40.
Number of watermelons: 150.
Now, to find out how much that guy spent:
Total cost = 150 × $5.40 = $810.00.
So, $810 is the total amount spent.
On 2025-03-04 at 00:25:10
What is this decimal in fraction form?
0.384615...
0.384615...
5/13
1