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Can You Solve This Math That Baffled Australian Students? - Education (4) - Nairaland

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Re: Can You Solve This Math That Baffled Australian Students? by babseg(m): 1:31pm On Nov 04, 2015
InvertedHammer:

/
Scientific thinking.

An engineer in the making.

Question: is x the angle between the coins or the angle marked on the left coin?
/

smh

no the x is on 50 cent singing P.I.M.P. tongue
Re: Can You Solve This Math That Baffled Australian Students? by omoharry(f): 1:31pm On Nov 04, 2015
Nairlanders you guys are good with mathematics...I m impress.
Re: Can You Solve This Math That Baffled Australian Students? by iyke2ken(m): 1:32pm On Nov 04, 2015
tunde1200:
Your explanation make me understand this question!.
i don't know when i will know maths ooo.



Lol.... Maths would come very easy to you on your wedding day.... On the dance floor, when ya calculating expenses.
Re: Can You Solve This Math That Baffled Australian Students? by iyke2ken(m): 1:35pm On Nov 04, 2015
itstpia8:
no crashes, thanks.

Hehe he... I think we are Australian students, cos this maths is baffling us both
Re: Can You Solve This Math That Baffled Australian Students? by iyke2ken(m): 1:37pm On Nov 04, 2015
proudly9ja:

A circle has infinite number of sides
This one is obviously an optimist..... Half full, half empty same thing... Lol
Re: Can You Solve This Math That Baffled Australian Students? by Nobody: 1:38pm On Nov 04, 2015
spacyzuma:
It's 60 degrees.



Total sum of internal angles in a polygon = (n-2)*180

For a 12-sided polygon, it's (12-2)*180 = 1800

Thus, each internal angle is 1800/12 = 150.

The next part is hard to explain without diagrams, though.

For the 2 adjacent coins, the sum of their internal angles where they meet is 150 + 150 = 300.

At that point, the total angle is 360 degrees (angle around a point, or in a circle)


guy u are reasoning like me ,the rest part is really difficult to explain without diagrams

i wanted to add a picture sef

1 Like

Re: Can You Solve This Math That Baffled Australian Students? by iyke2ken(m): 1:40pm On Nov 04, 2015
Teempakguy:
what's baffling here is that i don't know what to solve for. there clearly are two black lines along one coin. implying we have to solve for the angle subtended by the chord which is the side, and then there's that big, red X right in the middle of the coins, implying that we need to solve for the angle between the coins. and both answers are in the options.

anyway, to solve for the angle between two black lines, that is, if x is referring to that angle,

total angle in a circle, divided by twelve possible chords. 360/12 = 30.

to solve for the angle between the coins, angle in a straight line, minus interior angle between lines. 180 - 150 = 30.
this will give us half the angle of that point. because we had to draw a straight line, dividing that angle in two. then simply multiply by two and the angle you need is 60 degrees.

but which one are we supposed to find?!

I'm going for the one within the two black lines. seems legit.
so, the answer is 30 degrees.


This one is Obviously a politician
Re: Can You Solve This Math That Baffled Australian Students? by Vetsolo(m): 1:40pm On Nov 04, 2015
babseg:
What's the answer
12side=360` 1side= 30`ans
Re: Can You Solve This Math That Baffled Australian Students? by Nobody: 1:42pm On Nov 04, 2015
Answer D 60deg. Every smart science student up to SS1 should solve it without issues in 3mins maximum.
Re: Can You Solve This Math That Baffled Australian Students? by iyke2ken(m): 1:42pm On Nov 04, 2015
Ndeewonu:
There is a little confusion here concerning what they mean by "X".

However, if "X" is the angle between the two polygons, then...

Simply use INTERIOR (or EXTERIOR) ANGLES OF A REGULAR POLYGON formula.

Sum of Interior Angles = (n-2) × 180°

Each Angle (of a Regular Polygon) = (n-2) × 180° / n


Then, we have a polygon with 12 sides...

Each INTERIOR angle = (12-2) x 180/12

INT angle = 10 x 180/12

= 1800/12 = 150'

Each of the two adjoining INT angles of the 12-sided polygons = 150'

Therefore, the total angles = 150' x 2 = 300'

A circle = 360'

Therefore to find the inclined angle X,

360' - 300' = 60'

Ans = 60'






You jus had to get 60 degrees.... Ya like me... We both want to win, so we copy answers from the back of the text book.
Re: Can You Solve This Math That Baffled Australian Students? by Nobody: 1:44pm On Nov 04, 2015
iyke2ken:



This one is Obviously a politician
lol, what do you mean?
Re: Can You Solve This Math That Baffled Australian Students? by swezenberg(m): 1:45pm On Nov 04, 2015
The answer is just 30 degree. The Polygon was only used to confuse many. Even if you use a polygon. It is a regular polygon with interior angle = 150 degree each. Since the triangle is Isosceles you have base angles s 75 degree each and and the last angle x =180-2(75) deg =30 deg. Besides the sum of the angle in a circle will remain to be 360. So 360/12 =30 deg

From an Engineer's perspective

2 Likes

Re: Can You Solve This Math That Baffled Australian Students? by abiodun175(m): 1:46pm On Nov 04, 2015
babseg:
What's the answer
360/12side =30 The answer is 30 degree shikena.
Re: Can You Solve This Math That Baffled Australian Students? by babseg(m): 1:47pm On Nov 04, 2015
Vetsolo:


12side=360`
1side= 30`ans

nope u r wrong

u will need to know and use the basic geometry rules
Re: Can You Solve This Math That Baffled Australian Students? by iyke2ken(m): 1:47pm On Nov 04, 2015
Kockane:


I wish we were still in school and this was continuous assessment and the teacher says those that fail this question will stay behind after school hours for extra mural classes. I go laff them ehn! cheesy


Na your type we day block outside school burst thier eyes.
Re: Can You Solve This Math That Baffled Australian Students? by babseg(m): 1:48pm On Nov 04, 2015
abiodun175:

360/12side =30
The answer is 30 degree shikena.

i don tire for all these wuru wuru to answer angry
Re: Can You Solve This Math That Baffled Australian Students? by Kockane(m): 1:49pm On Nov 04, 2015
iyke2ken:



Na your type we day block outside school burst thier eyes.

Lmao! You sef, why you no go sabi book? cheesy
Re: Can You Solve This Math That Baffled Australian Students? by scarr: 1:50pm On Nov 04, 2015
Kockane:


I wish we were still in school and this was continuous assessment and the teacher says those that fail this question will stay behind after school hours for extra mural classes. I go laff them ehn! cheesy

These particular ones would have to do extra moral classes for d whole term...thats what happens when an Olodo is forming ITK
Re: Can You Solve This Math That Baffled Australian Students? by iyke2ken(m): 1:51pm On Nov 04, 2015
swezenberg:
The answer is just 30 degree. The Polygon was only used to confuse many. Even if you use a polygon. It is a regular polygon with interior angle = 150 degree each. Since the triangle is Isosceles you have base angles s 75 degree each and and the last angle x =180-2(75) deg =30 deg. Besides the sum of the angle in a circle will remain to be 360. So 360/12 =30 deg

From an Engineer's perspective

Lol... Pls can you solve from a carpenter's perspective? Sebi it is different answers for different professions?

2 Likes

Re: Can You Solve This Math That Baffled Australian Students? by Kockane(m): 1:53pm On Nov 04, 2015
scarr:


These particular ones would have to do extra moral classes for d whole term...thats what happens when an Olodo is forming ITK

Azzzzin! Dis is one of those questions you dont spend more than 10 secs on in an MCQ type of exam. Some people dey mention dodecagon! shuuuuu... cheesy
Re: Can You Solve This Math That Baffled Australian Students? by iyke2ken(m): 1:54pm On Nov 04, 2015
Teempakguy:
lol, what do you mean?

See how he is carefully trying to solve and arrive at an answer that is appealing to everybody..... Like person way day campaign for vote... Lol
Re: Can You Solve This Math That Baffled Australian Students? by bayinq25(m): 1:56pm On Nov 04, 2015
babseg:
What's the answer
a circle = 360,irrespective of whether two two sides meet,it still results to One side so the two coins are confusing plus the line which both coins were placed...therefore we use just one coin which was indicated so a circle is 360 with 12 sides means each side gets 30 degree each
Re: Can You Solve This Math That Baffled Australian Students? by bayinq25(m): 1:56pm On Nov 04, 2015
babseg:
What's the answer
a circle = 360,irrespective of whether two two sides meet,it still results to One side so the two coins are confusing plus the line(180) which both coins were placed...therefore we use just one coin which was indicated so a circle is 360 with 12 sides means each side gets 30 degree each
Re: Can You Solve This Math That Baffled Australian Students? by Theflint1(m): 1:57pm On Nov 04, 2015
babseg:
What's the answer
Where's your proof that this question baffled Australian students. Picture/Link or....
Re: Can You Solve This Math That Baffled Australian Students? by coolcars(m): 1:59pm On Nov 04, 2015
30
Re: Can You Solve This Math That Baffled Australian Students? by Rexyl(m): 1:59pm On Nov 04, 2015
ChokolateBoss:
60 degrees.
Each angle of a polygon = 180(n - 2)/n
For 12-sided polygon, each angle
= 180 (12 - 2)/12 = 150 deg
X = 360 - (150 + 150) = 60

Yeah, just as simple as ABC. But the process can be more simplified.

30°+30°= 60° according to the formula.
Re: Can You Solve This Math That Baffled Australian Students? by joviegghead: 2:00pm On Nov 04, 2015
Ok ok ok.. Enough everyone.. Check this out.

Re: Can You Solve This Math That Baffled Australian Students? by babseg(m): 2:00pm On Nov 04, 2015
Theflint1:
Where's your proof that this question baffled Australian students. Picture/Link or....

seriously ?

so u can see the answer
Re: Can You Solve This Math That Baffled Australian Students? by baranzanobed: 2:00pm On Nov 04, 2015
Interior angle of a regular polygon = sum of interior angles ÷ number of sides
Sum=180(n-2)
No. Of sides=12
Hence the Interior angle=180(12-2)/12
= 150°
the exterior angles of a regular polygon always add up to 360°, so the exterior angle =360/12
=30°
The interior angle and its corresponding exterior angle always add up to 180° so 150° + 30° = 180° so that angle x is 3o degree the other coin is a distraction
Re: Can You Solve This Math That Baffled Australian Students? by scarr: 2:01pm On Nov 04, 2015
Kockane:


Azzzzin! Dis is one of those questions you dont spend more than 10 secs on in an MCQ type of exam. Some people dey mention dodecagon! shuuuuu... cheesy

I Swear, u dont even need to calculate anything to know d answer, just open ur head, think and approximate, d question sef looks cheap for an Australian MCQ
Re: Can You Solve This Math That Baffled Australian Students? by lantessy(m): 2:10pm On Nov 04, 2015
x=60 degrees
Re: Can You Solve This Math That Baffled Australian Students? by SAZZYSKOLY(m): 2:11pm On Nov 04, 2015
Aw they Got 60 still beats me
EverestdeBliu:
Total angles in a circle = 360
Number of sides = 12
X = 360 ÷ 12
X = 30
Therefore,angle x is equals 30 degrees.

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