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Mrshape's Posts

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Education › Re: This Is Treasure Hunt (mr Shape) by Mrshape(op): 10:27am On May 05, 2019
Solution.

Education › Re: This Is Treasure Hunt (mr Shape) by Mrshape(op): 10:13am On May 05, 2019
femi4:
This should do it

A rectangle is formed at the centre by merging the two squares.

So if x is the length of the square
L of the rectangle = 2x
b of the rectangle = length of the square = x
Diagonal = x√5

Now
4² + 4² = (4+ x√5)²

32 = (4+x√5)²
4+x√5 = 4√2
x = (4√2 - 4)/√5
Area of the square = x² = (4√2 - 4 )²/5 = 0.5490unit²
No sir, I will post solution soon
Education › Re: This Is Treasure Hunt (mr Shape) by Mrshape(op): 7:54am On May 05, 2019
Should I drop workings?
Education › Re: This Is Treasure Hunt (mr Shape) by Mrshape(op): 7:45am On May 05, 2019
Martinez39:
grin cheesy

A = (24 - 8√5) ÷ 5 ≈ 1.22229124 unit².

Cc. Mrshape
Try again sir
Education › Re: This Is Treasure Hunt (mr Shape) by Mrshape(op): 7:45am On May 05, 2019
femi4:
(6-X)²+4² = 4² +(4+X)²
36-12X+ X²= 16 + 8X + X²
20x = 20
X = 1
Area of the square = 1² = 1unit²
Try again sir
Education › Re: Mathematicians, Find The Angle. by Mrshape: 6:54pm On May 04, 2019
Martinez39:
Mrshape aka Ifada123 didn't waste time in "killing" this shape. I look forward to seeing more shapes from Mrshape. grin
Yes sir more shapes will come daily.
Education › Re: Mathematicians, Find The Angle. by Mrshape: 6:52pm On May 04, 2019
Martinez39:
Correct. Now you've gotten it.
Oh I taught I was fast enough to mutiply by two before anyone noticed.
Lol, you still caught me.
Education › Re: This Is Treasure Hunt (mr Shape) by Mrshape(op): 6:45pm On May 04, 2019
Show your workings
Education › Re: Mathematicians, Find The Angle. by Mrshape: 6:40pm On May 04, 2019
Using similarity
X/2=(X+2+4)/4
2x=12
X=6
Sin0.5@=opp/adj
0.5@=arcsin(2/6)
0.5@=arcsin(1/3)
@=38.9°

Thanks for the Shape @martinez39
Education › Re: This Is Treasure Hunt (mr Shape) by Mrshape(op): 12:47pm On May 04, 2019
Anyone?
Education › This Is Treasure Hunt (mr Shape) by Mrshape(op): 11:49am On May 04, 2019
Find the square , if you can find it, them find its area

Education › Re: If You Have Been Following My Shapes This Will Not Be Challenging (mr Shape) by Mrshape(op): 9:37am On May 04, 2019
Nice work guys
Education › Re: If You Have Been Following My Shapes This Will Not Be Challenging (mr Shape) by Mrshape(op): 7:48am On May 03, 2019
I want to see other methods, later I will comment on ur solution
Education › If You Have Been Following My Shapes This Will Not Be Challenging (mr Shape) by Mrshape(op): 6:59am On May 03, 2019
Try this out.
Show workings
Difficulty : Low
I will check your solutions later

Education › Re: Worker's Day Message From Mr Shape, Did You See Beyond The Flowers? (mr Shape) by Mrshape(op): 11:22pm On May 01, 2019
Martinez39:
Assuming π = (22/7)

A = 49(π - 2) = 56 units²
Show your workings sir
Or is it coordinate geometry you used?
Education › Re: Worker's Day Message From Mr Shape, Did You See Beyond The Flowers? (mr Shape) by Mrshape(op): 10:15pm On May 01, 2019
If you have questions on my workings or you do not agree with any part fell free to ask some questions.
Education › Re: Worker's Day Message From Mr Shape, Did You See Beyond The Flowers? (mr Shape) by Mrshape(op): 10:14pm On May 01, 2019
It is a good thing this was SOLVED before the end of workers day.
Education › Re: Worker's Day Message From Mr Shape, Did You See Beyond The Flowers? (mr Shape) by Mrshape(op): 10:12pm On May 01, 2019
Basic workings

Education › Re: Worker's Day Message From Mr Shape, Did You See Beyond The Flowers? (mr Shape) by Mrshape(op): 10:11pm On May 01, 2019
Martinez39:
Assuming π = (22/7)

A = 49(π - 2) = 56 units²
Good show workings why I drop mine too
Education › Re: Worker's Day Message From Mr Shape, Did You See Beyond The Flowers? (mr Shape) by Mrshape(op): 8:52pm On May 01, 2019
anyone?
Education › Re: They Think I Have Gone,this Will Shock Them(mr Shape) by Mrshape(op): 7:30pm On May 01, 2019
femi4:
lol...That's about a week ban grin
Yes sir one week,
Education › Worker's Day Message From Mr Shape, Did You See Beyond The Flowers? (mr Shape) by Mrshape(op):
If you can't see beyond the flower share.
If you can see beyond the flower Like, then do the needful.

Education › Re: Today Is Worker's Day, Easy Shape For Everyone (mr Shape) by Mrshape(op): 6:44pm On May 01, 2019
Martinez39:
ABC = 1/2 unit² , MBN = 1/8 unit²

MNAC = ABC - MBC = ½ - ⅛ = 3/8 unit²

MNAC = 3/8 unit²
Good.
Education › Re: Today Is Worker's Day, Easy Shape For Everyone (mr Shape) by Mrshape(op): 6:20pm On May 01, 2019
Martinez39:
No I didn't. It was simple.
Ok sir show workings let me bring another.
Education › Re: They Think I Have Gone,this Will Shock Them(mr Shape) by Mrshape(op): 6:13pm On May 01, 2019
femi4:
Login with the old moniker and click on your moniker. Scroll down to see if you were banned by mod or antispam bot
Ok I just saw it, on the 6 of may they said I went against rule 20,
Thanks
Education › Re: Today Is Worker's Day, Easy Shape For Everyone (mr Shape) by Mrshape(op): 6:11pm On May 01, 2019
Martinez39:
3/8 unit².
√√√√√√√√√√√√ correct.
Hope u did not used coordinate geometry for this,
Show your workings
Education › Re: They Think I Have Gone,this Will Shock Them(mr Shape) by Mrshape(op): 6:04pm On May 01, 2019
femi4:
e.g Banned till 2020 or something like that
Were will I go to see it,
Because I can't reply or create new topics that's why I said I was banned, I did not see ban till anything.
Education › Re: Today Is Worker's Day, Easy Shape For Everyone (mr Shape) by Mrshape(op): 5:35pm On May 01, 2019
Anyone?
Education › Today Is Worker's Day, Easy Shape For Everyone (mr Shape) by Mrshape(op):
Find the area of the shaded region in the unit square if M and N are mid points.

Education › Re: They Think I Have Gone,this Will Shock Them(mr Shape) by Mrshape(op): 4:58pm On May 01, 2019
femi4:
Its workers day, i don't do shapes on workers day. How many months ban did you receive?
I don't know the duration.
How will someone know the duration.
Education › Re: Wao! This Is Beautiful (mr Shape) NOW SOLVED! NOW SOLVED! by Mrshape: 2:00pm On May 01, 2019
i used heros formula, (4+4+4)/2=6, squeroot(6(2x2x2)=4root3, yes i see error here, thanks
Education › Re: Wao! This Is Beautiful (mr Shape) NOW SOLVED! NOW SOLVED! by Mrshape: 1:13pm On May 01, 2019
Akious2k2:
You did a good job but I noticed a slight mistake...
Check this,
Your area of triangle should be (half base x height) = (1/2 × 4) × sq. root of (16 - 4) = 2 × Sq root of 12 = 4 surd 3 units sq
Area of one sector = (60 / 360) pi 4 sq = 1/6 pi 4 sq
Area of the two sectors put together is therefore, 1/3 pi 4 sq
Answer is therefore,
Area of square - (4 surd 3) - (1/3 pi 4 sq)

You did a good job
Each sector is 30 degree combined to form the 60 I used l. That was why I did not multiply again thus my answer is correct sir. Check the work again sir.

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