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Mathematics Question and Solution

https://onlineedumath.com/update/mathematics-question-and-solution/1815595

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m⁶(m³+1) = 36 Let p = m³ Therefore; m⁶ = m³*m³ = p*p = p² It implies; p²(p+1) = 36 p³+p² = 36 Using Substitution Approach (Substituting prime factor of 36 only in the equation 'p³+p² = 36' to get p). The prime factors of 36 = 2 and 3. For p = 2 Therefore; 2³+2² ≠ 36 but 12, p ≠ 2 For p = 3 Therefore; 3³+3² = 36 It implies; p = 3 And p = m³ Therefore; m³ = 3 m = (3)^(⅓) Or m = crt(3) Checking accuracy. ((crt(3)))⁹+((crt(3)))⁶ = (3)^(9/3)+(3)^(6/3) = 3³+3² = 27+9...

Mathematics Question and Solution

https://onlineedumath.com/update/mathematics-question-and-solution/1815229

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Let the side of the regular hexagon which is equal the side of the square be 1 unit. a = ½(180-108) a = 36° tan36 = b/0.5 b = 0.363271264 unit. Area Blue is; 0.5*0.363271264*0.5 = 0.090817816 square units. c² = 2-2cos120 c = 1.73205080757 units. d = c-1 d = 0.73205080757 unit. sin54 = e/f f = 1.2360679775e It implies; f+e = d 1.2360679775e+e = 0.73205080757 e = 0.32738307374 unit. Where e is the radius of the inscribed circle. Area Lilac (inscribed circle) is; π(0.32738307374)² =...

Mathematics in Our Everyday Life By: The Scientific World

https://onlineedumath.com/update/mathematics-in-our-everyday-life-by-the-scientific-world/1815225

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Mathematics is the pillar of organized life for the present day. Without numbers and mathematical evidence, we cannot resolve any issues in our daily lives. There are times, measurements, rates, wages, tenders, discounts, claims, supplies, jobs, stocks, contracts, taxes, money exchange, consumption, etc., and in the absence of these sports data, we have to face confusion and chaos. Thus, mathematics has become the companion of man and his helper since the beginning of human existence on earth...

Mathematics Question and Solution

https://onlineedumath.com/update/mathematics-question-and-solution/1814261

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Let the single side length of the two congruent inscribed regular pentagon be 1 unit. Area Green is; 0.5*5(1/(2tan(180/5))) = 1.72047740059 square units. Calculating Area Shaded. a = ⅕(180*3) = 108° Where a is the single interior angle of the congruent inscribed regular pentagon. b² = 2-2cos108 b = 1.61803398875 units. c = 1+b c = 2.61803398875 units. d² = 2.61803398875²+1²-2*1*2.61803398875cos72 d = 2.49721204096 units. Where d is the radius of the inscribed arc. 2.49721204096² = 1...

Math in Daily Life By: Cuemath

https://onlineedumath.com/update/math-in-daily-life-by-cuemath/1813731

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Math in Daily Life: When am I ever going to use Math? The truth is that we use math all the time! It is pertinent to note how one experiences mathematical applications in daily life from the time one gets up from bed till one goes to bed in the night. Be it a cook or a farmer, a carpenter, a mechanic, a shopkeeper or a doctor, an engineer or a scientist, a musician or a magician, an artist or a tailor, everyone needs math in daily life. Why is Math Important in our Daily Life? Math is very use...

We are smart and clever!

https://onlineedumath.com/update/we-are-smart-and-clever/1813596

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Screenshot of today's teaching and learning activities with our very talented, smart and clever learners; Ogheneruno, Oghenevwarhe, Manasseh and Oghenemano. Educators; Mr. Ovo, Mr. Daniel We are smart and clever.

Mathematics Question and Solution

https://onlineedumath.com/update/mathematics-question-and-solution/1812925

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Let the radius of the inscribed green circle be r. Calculating r. (1-r)² = 2(r)² 1-2r+r² = 2r² r²+2r-1 = 0 (r+1)² = 2 r = (√(2)-1) cm. Therefore; Area green inscribed circle is; πr² = π(√(2)-1)² = π(2-2√(2)+1) = (3-√(2))π cm²

My Favorite Ball

https://onlineedumath.com/update/my-favorite-ball/1812773

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Short Story for Children written by: Roxane (Peru). – “Who deflated the ball? Who was it?” – Asked the seven year old girl´s dad; until Mary answered stuttering: -“It…t…waaas…m..meee” – “Why, darling, why…?” – asked her father almost crying. Mary said: “I just wanted to know what was inside…that is the reason why I poked the ball with the needle”. The girl´s father was annoyed and confused at the same time, his daughter had loved that orange ball, soft and with a nice smell, with her favorite...

Mathematics Question and Solution

https://onlineedumath.com/update/mathematics-question-and-solution/1812654

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Our Solution. Let the radius of the semi circle be r. Calculating r. It implies; (r-5)² = 5²+(r-6)² r²-10r+25 = 25+r²-12r+36 -10r = -12r+36 2r = 36 r = 18 units. Blue Area is; Area semi circle with radius 18 units - Area Inscribed circle with radius 5 units. = ½(π*18²) - (π*5²) = 162π - 25π = 137π square units.

We are smart and clever!

https://onlineedumath.com/update/we-are-smart-and-clever/1812633

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Very clever is not enough. Online Edumath Educators are Resilient, Hardworking and Productive, making teaching and learning Mathematics fun for learners, helping learners experience the beauty of Mathematics is our set responsibility.  Communicate us to mentor/coach your child/children love Mathematics, and become a better Mathematician. We are smart and clever!
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