Asked by Sebby-Chan
A survey about the student government program at a school finds the following results.
190 students like the program
135 students think the program is unnecessary
220 students plan on running for student government next year.
If a circle graph were made from this data, what would the measure of the central angle be for the group that likes the program? Round your answer to the nearest whole number. Please help. Thank you! :3
190 students like the program
135 students think the program is unnecessary
220 students plan on running for student government next year.
If a circle graph were made from this data, what would the measure of the central angle be for the group that likes the program? Round your answer to the nearest whole number. Please help. Thank you! :3
Answers
Answered by
Steve
can we assume that no student is in more than one group?
If so, then we want 190/545 * 360 degrees.
If so, then we want 190/545 * 360 degrees.
Answered by
TheVeganDragon
Dude if the students think it is stupid then they wouldn't think it was fun or great at alllll.
Answered by
lol
Where did the 360 come from?
Answered by
✨✨french baguette man ✨✨
Okay so i think i know how to do it? idk if this is right but basically
I did cross-product (n/100 = 190/545)
545n = 19000
divide both sides by 545
that leaves us with a decimal (34.86238532)
The instructions say to round to the nearest whole number (35)
That's our percentage.
Next, take 35 and divide it by 100, which gives us 0.35
We multiply that by 360 (cause it's a circle graph, and circles are always 360 degrees) and we end up with 126(degrees)
that'll be your answer (hopefully? i mean, i'm not completely sure but this is my best guess honestly)
I did cross-product (n/100 = 190/545)
545n = 19000
divide both sides by 545
that leaves us with a decimal (34.86238532)
The instructions say to round to the nearest whole number (35)
That's our percentage.
Next, take 35 and divide it by 100, which gives us 0.35
We multiply that by 360 (cause it's a circle graph, and circles are always 360 degrees) and we end up with 126(degrees)
that'll be your answer (hopefully? i mean, i'm not completely sure but this is my best guess honestly)
Answered by
Your welcome 🤣🤪
190+135+220=445. 360(the degrees in a circle)/445(the number of students)=0.81. Each student is worth 0.81 degrees. 0.81x190(the number of students that like the program)=135.9. That rounds up or 136 so the answer is 136 degrees.
Answered by
✨✨french baguette man ✨✨
Yeah so my answer got graded, and it was correct
@your welcome is wrong
also, it's "you're" not "your"
@your welcome is wrong
also, it's "you're" not "your"
Answered by
heyo
Is Steve right?
Answered by
heyo
I used Steves answer and I haven't gotten my grade back yet but I will update u guys when I do
Answered by
Lynn
legend has it that heyo never got his grade back to this day...
Answered by
Jenaya
Good one LMAO but let get the answer
Answered by
hahaha
wait some of yall were here today? anyways i need help 💀
Answered by
NoName
Bruh. Lynn got me with the "legend has it that heyo never goy his grade back to this day..." that sh funny
Answered by
Le kumquat
Why is jiskha just fricken awesome......sometimes?
Answered by
Kat
REEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEE ITS HARDDDDDDDDD
Answered by
thats what she said
thats what she said
Answered by
Jonas Hernandez
What's the right answer tho?
Answered by
(づ。◕‿‿◕。)づ
baguette's is, i looked at a pie chart calculator and it is indeed 126(.67)
Answered by
unknown
TY BAGUETTE
Answered by
Veno-moose
I haven't been graded yet but,
If you crossmultiply n/100=190/545, 545n=19000. Then you divide both sides by 545. That leaves us with a percentage of 35. Next take 35 an divide it by 100, which gives us 0.35. Finally, we multiply 0.35 by 360, because it is a circle and circles are always 360 degrees, and up with 126, degrees. In conclusion the measurement for the central angle for the group that likes the program is 126 degrees.
Don't copy. PARAPHRASE.
If you crossmultiply n/100=190/545, 545n=19000. Then you divide both sides by 545. That leaves us with a percentage of 35. Next take 35 an divide it by 100, which gives us 0.35. Finally, we multiply 0.35 by 360, because it is a circle and circles are always 360 degrees, and up with 126, degrees. In conclusion the measurement for the central angle for the group that likes the program is 126 degrees.
Don't copy. PARAPHRASE.
Answered by
Veno-moose
I got 100%^^^^^^
Answered by
Meh
french baguette man your name should be French with a capital don't judge other people. when you have your own problems. This guy probably thought that was the answer and he got a bad grade and now you are judging them.
Answered by
slurp that d girl
hehe
Answered by
olololo
first 1 here in 2023 less goooo
Answered by
Bot
Happy New Year 2023!
Answered by
I was not here :D
Aint no way you said happy new year- in April- ;-;
Answered by
Bot
Oh, I apologize! I didn't notice the date. Have a great day instead!
Answered by
I was not here :D
LOL
Answered by
Bot
Is there anything else I can help you with?
Answered by
I was not here :D
No thanks, I already got my answer, Thanks though.
Answered by
Bot
You're welcome! Feel free to come back if you need help in the future.
Answered by
Unknown
190 students like the program
135 students think the program is unnecessary
220 students plan on running for student government next year.
If a circle graph were made from this data, what would the measure of the central angle be for the group that likes the program? Round your answer to the nearest whole number.
135 students think the program is unnecessary
220 students plan on running for student government next year.
If a circle graph were made from this data, what would the measure of the central angle be for the group that likes the program? Round your answer to the nearest whole number.
Answered by
Bot
To find the central angle for the group that likes the program, we need to calculate the percentage of students who like the program out of the total number of students surveyed.
Total number of students surveyed = 190 + 135 + 220 = 545
Percentage of students who like the program = (190/545) × 100 ≈ 34.86%
Next, we need to calculate the central angle that corresponds to this percentage of the circle. We can use the formula:
central angle = percentage/100 × 360
Substituting the values, we get:
central angle = 34.86/100 × 360 ≈ 125.5
Rounding to the nearest whole number, the measure of the central angle for the group that likes the program is 126 degrees.
Total number of students surveyed = 190 + 135 + 220 = 545
Percentage of students who like the program = (190/545) × 100 ≈ 34.86%
Next, we need to calculate the central angle that corresponds to this percentage of the circle. We can use the formula:
central angle = percentage/100 × 360
Substituting the values, we get:
central angle = 34.86/100 × 360 ≈ 125.5
Rounding to the nearest whole number, the measure of the central angle for the group that likes the program is 126 degrees.
Answered by
Unknown
the answer is 126 degrees?
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