Area of the Shaded Region Math Geometry Problem | Area of Triangle & Square #shorts #math

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*_A ratio is always in the simplest form_*

FRXGFA
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Why is the answer given as a non reduced fraction

JohnnyBravo
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More elegant solution would be:
Right shaded area is (1/2) part of (1/2) whole area.
Left is 1/2 of 2/3 of 1/2.
Then the answer is (1/2)(1/2) + (1/2)(2/3)(1/2)=5/12 = 15/36

plamenpenchev
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It's easy u don't even have to apply formula here just count the number of shaded part which covers more than or equal to 50% area of the square and count those many squares divided by total number of squares

HritvikShinde
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Since there are 9 shaded blocks, and 11 partially shaded blocks, the answer should be LMAO.

arinonyoutube
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i think it's quite obvious (at least for ppl who are good at math) that the right shaded area is 1/4 and the left shaded area is 1/6 of the square. so it's 3/12 + 2/12 = 5/12

Bakakomori
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Faster is, first sight you can see it has to be less tan 1/2, and it can’t be 1/3 because of proportions so it’s a 15/36 deduction in 4-5 seconds

redblock
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Bro please put option as confuse it's too easy😊

doctorharikrishnan
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I'm terrible at math but this video explains everything so good thank you.
P.S new follower.😊

manuelcruz
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I think the answer might be the option E

the_seenth
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You’d expect a simplified answer for sure

jameskelly
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I Believe the best answer to this question is 5/12 b/c:

15/36 --> can be simplified to --> 5/12

TUAacademy
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Can you please do these where the answer is not always c)!

terranceparsons
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My brain is broken, why first thing I thought about was counting points inside/on sides of triangles

frenzy
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Hello I'm an aspiring math teacher from South America, I'd love to ask, which books are you using to get this questions? Also, do you recommend any app to make some personalized math exercises for my students?
Thanks in advance

fforstupid
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maybe the simplification error was meant to make us more attentive

kob
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I got stumped on a question like this because I focused on the unshaded triangle and figured it was unsolvable because it wasn't a complete triangle lmao.

krystalho
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Or you just subtract the bottom left 3x2 from the 6x6, then take half - making 15/36

derianvandalsen
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What math is this? I would like to get a workbook on these problems you are doing.

chicketahamilton
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Here I am thinking I got to do some a squared plus b squared plus c squared bull$#it.

roscosanchez