Try this out calculate the area of the blue region

Chai, that year

You might think this is for critical thinkers but,

This kind of so called difficult jobs give it to a lazy person and he will find an easier way to do it

Cc. Mrshape

Area of blue region = 14.039cm²

@Mrshape, Darivie04

A = 18(3.6 - π) - 9Sin^-1(-0.6) ≈ 14.04284221452cm²

NB: When using a calculator to evaluate 9Sin^-1(-0.6), angle must be in radians.

#Martinez39

Darivie04:
Cc. Mrshape

Area of blue region = 14.039cm²

√√√√π√√√π√√√
Correct
Show workings

Martinez19:
@Mrshape, Darivie04

A = 18(3.6 - π) - 9Sin^-1(-0.6) ≈ 14.04284221452cm²

NB: When using a calculator to evaluate 9Sin^-1(-0.6), angle must be in radians.

#Martinez39

√√√√ππ√ππ√
correct
Show workings

If by 1:00pm your workings are not available,
I will show mine.

I don tell una before abeg show your workings. Some of us dey use style dey learn oh.
Thank you.

Mrshape:

√√√√ππ√ππ√
correct
Show workings

I used coordinate geometry and calculus. My method is not too basic. I am sure you and Darivie04 have simpler solutions. Why my eye on dey gree see simple solution?

Kkings11:
I don tell una before abeg show your workings.
Some of us dey use style dey learn oh.

Thank you.

Don't worry they will show it soon.
If they don't I will drop mine,

Martinez19:
I used coordinate geometry and calculus. My method is not too basic. I am sure you and Darivie04 have simpler solutions. Why my eye on dey gree see simple solution?

Lol, it shows you are not lazy,
Lazy man like me will be searching for easy way to accomplish the task.

Besides: how do you delete post?
I taught Niaraland don't have that enabled for users.

Mrshape:

Lol, it shows you are not lazy,
Lazy man like me will be searching for easy way to accomplish the task.

Besides: how do you delete post?
I taught Niaraland don't have that enabled for users.

There are two ways.
1) Press the report button and click 8 in the space provided. Just recently, unlike before, if you use this method too much, the bot will ban you.
2) Click the modify button, erase your post, type a full stop and submit.

Martinez19:
There are two ways.
1) Press the report button and click 8 in the space provided.
2) Click the modify button, erase your post, type a full stop and submit.

Wow thanks
I know of the second one it it only remove ur comments but the name still remains,
But I think the first method is what u use to do the magic.
Thanks,
But it is funny you report your self the the AI.

Mrshape:

Wow thanks
I know of the second one it it only remove ur comments but the name still remains,
But I think the first method is what u use to do the magic.
Thanks,
But it is funny you report your self the the AI.

The first method will erase your username.

Martinez19:
The first method will erase your username.

Thanks

I believe the problem can also be bashed through coordinate geometry and some calculus.

Tried to explain the best I could but kept the length of my solution in mind. Also did not state overly basic facts/formulas as they are assumed to be well known by the reader.

Martinez19:
I used coordinate geometry and calculus. My method is not too basic. I am sure you and Darivie04 have simpler solutions. Why my eye on dey gree see simple solution?

That was the first way of solving it that came to my mind but I don't know calculus so...

Darivie04:
I believe the problem can also be bashed through coordinate geometry and some calculus.

Tried to explain the best I could but kept the length of my solution in mind. Also did not state overly basic facts/formulas as they are assumed to be well known by the reader.

Good let me still post mine.

Here is my perspective

Darivie04:
I believe the problem can also be bashed through coordinate geometry and some calculus.

Tried to explain the best I could but kept the length of my solution in mind. Also did not state overly basic facts/formulas as they are assumed to be well known by the reader.

This is why I don't know maths

3 PAGES!!!!

Mrshape:
Here is my perspective

when solving for area B what you did not consider area A, why is that

Kkings11:
when solving for area B what you did not consider area A, why is that

Area B is the segment inside a sector,so it is only a triangle and segment that are present in a sector, besides the area A is not present in area B,
I don't know if I answered your question because I don't seem to understand what you really asked.

Mrshape:

Area B is the segment inside a sector,so it is only a triangle and segment that are present in a sector, besides the area A is not present in area B,
I don't know if I answered your question because I don't seem to understand what you really asked.

Yeah you did thanks.

Mrshape:
Here is my perspective

Your tangent angle is also not clear ( the diagram)
I know say if I dey your class you for don flog me tire. No Vex abeg

Kkings11:


Your tangent angle is also not clear ( the diagram)

I know say if I dey your class you for don flog me tire.
No Vex abeg

My target angle is the angle subtended at the center.
Since I have the base angle which is alternate to arctan0.5
So the base angles will be 2arctan0.5
Thus angle subtended at center to form that sector is 180-2arctan0.5