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Mathematics Question and Solution

https://onlineedumath.com/update/mathematics-question-and-solution/3390245

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Sir Mike Ambrose is the author of the question. Calculating Area Orange ÷ Area Quadrilateral ABCD Exactly. Area Orange (trapezoid) is; Area trapezoid with parallel sides ⅔ units and ½ units, and height √(3)/6 units. = ½*(√(3)/6)(½+⅔) = 7√(3)/72 square units. Area quadrilateral ABCD is; Area trapezoid with parallel sides ⅔ units and ½ units, and height √(3)/6 units + 2(area triangle with height ⅓√(3) units and base ⅓ units + Area triangle with height (√(3)/6) units and base ½...

Mathematics Question and Solution

https://onlineedumath.com/update/mathematics-question-and-solution/3380818

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Sir Mike Ambrose is the author of the question. Calculating Blue Area. Area blue exactly in cm² decimal form is; Area trapezoid with two parallel sides 12 units and (12-16tan15) units, and height 16 units - Area triangle with height (12-16tan15) units and base 4 units - Area triangle with height and base 12 units each - Area triangle with height 8√(2) units and base (8-8tan15)sin45 units. = ½*16(12+12-16tan15) - ½*4(12-16tan15) - ½(12²) - ½*8√(2)*(8-8tan15)sin45 = 157.702503369 -...

Mathematics Question and Solution

https://onlineedumath.com/update/mathematics-question-and-solution/3377563

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Calculating angle x. Let 1 unit be the side length of the square. Let y be the equal red lengths. It implies; a = (1-y) units. b² = y²+1² b = √(y²+1) units. c² = 1²+1² c² = 2 c = √(2) units. c is the diagonal of the square. d² = 1²+a² d² = 1²+(1-y)² d² = 1+1-2y+y² d = √(y²-2y+2) units. e = d-y e = (√(y²-2y+2)-y) units. Calculating y. Observing Similar Triangles Rule. y ~ (√(y²-2y+2)-y) (1-y) ~ 1 Cross Multiply. y = (√(y²-2y+2)-y)(1-y) y = √(y...

Mathematics Question and Solution

https://onlineedumath.com/update/mathematics-question-and-solution/3364068

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Calculating Area Purple ÷ Area Orange Exactly. Area purple is; Area trapezoid with two parallel sides 4 cm and (50/9) cm, and height (7/2) cm - Area triangle with height 4 cm and base 3 cm. = ½(4+(50/9))*(7/2) - ½(4*3) = (602/36) - 6 = 193/18 cm² Area orange is; Area trapezoid with two parallel sides 6 cm and (40/9) cm, and height (7/2) cm - Area triangle with height (40/9) cm and base (40/13) cm. = ½(6+(40/9))*(7/2) - ½((40/9)*(40/13)) = (329/18) - (800/117) = 4...

Mathematics Question and Solution

https://onlineedumath.com/update/mathematics-question-and-solution/3353021

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Kindly move the question left/right one time to review the framework/analysis. Thank you amazingly. Calculating angle x. Let 1 unit be the side length of the square. Let y be the equal red lengths. It implies; a = (1-y) units. b² = y²+1² b = √(y²+1) units. c² = 1²+1² c² = 2 c = √(2) units. c is the diagonal of the square. d² = 1²+a² d² = 1²+(1-y)² d² = 1+1-2y+y² d = √(y²-2y+2) units. e = d-y e = (√(y²-2y+2)-y) units. Calculating y. Observing Similar Tr...

Mathematics Question and Solution

https://onlineedumath.com/update/mathematics-question-and-solution/3351341

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Sir Mike Ambrose is the author of the question. Calculating Area R ÷ Area S Exactly. Calculating the equation of the curve. y-b=a(x-4)² ----- (1) At coordinate (8, 0) -b=16a Therefore; a = -b/16 Sub. a in (1) to get the equation of the curve. y-b= (-b/16)(x-4)² It implies; y = (-bx²/16)+(bx/2) ----- (2) Calculating b. The area of the curve at point (8, 0) = 1280/27 It implies; (-32b/3)+16b=1280/27 b = 1280/(16*9) b = 80/9 Therefore sub. b in (2). y = (-(80/9)x²/16)+((80/9)x/...

A Kind And humble Call For Your Donation/Contribution/Support/Assistance Financially To Assist Us Purchase Website Subscription Plan

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“Hello! As a valued supporter of our cause, we kindly, nicely ask for your donation/contribution/support/assistance financially to help us purchase subscription plan to keep our website active as we continue making a positive impact. Your donation will go a long way in supporting our cause and efforts.” Our USD MiniPay Wallet Details. Name: Ephivbotor Ogheneovo Daniel  Phone/Wallet Number: +2349076614992 Our Naira (Nigeria Currency) Account Details. Holder Name: Ogheneovo Daniel Ephi...

Mathematics Question and Solution

https://onlineedumath.com/update/mathematics-question-and-solution/3254454

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Sir Mike Ambrose is the author of the question. Calculating Blue Area Exactly. Calculating Area Brown. a = (180(12-2))/12 a = 1800/12 a = 300/2 a = 150° a is the single interior angle of the regular polygon with 12 sides. b = ½(360-300) b = 30° c = ½(360-240) c = 60° sin30 = d/4 d = 2 cm. sin60 = e/4 e = 2√(3) cm. f = 2e+4 f = (4+4√(3)) cm. sin30 = g/4 g = 2 cm. sin60 = h/4 h = 2√(3) cm. j = 2g+f j = 2(2)+(4+4√(3)) j = (8+4√(3)) cm. Brown Area is...

Mathematics Question and Solution

https://onlineedumath.com/update/mathematics-question-and-solution/3245351

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Sir Mike Ambrose is the author of the question. Calculating Gold Area ÷ Purple Area to 2 decimal places. Let the side of the regular decagon which is equal the side of the regular octagon be 1 unit. Calculating Area Gold. a = ⅛(180*6) a = 135° b = ½(360-2(135)) b = 45° sin45 = c/1 c = ½(√(2)) units. d = 1+2c d = (1+√(2)) units. Area Gold is; Area regular octagon with side 1 unit - Area trapezoid with parallel sides 1 unit and (1+√(2)) units and height ½(√(2)) unit...

Mathematics Story

https://onlineedumath.com/update/mathematics-story/3232832

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Fruity Numbers Adventure. In the sunny orchard, Anna finds a talking apple tree. The apple tree says, 'Let's count my apples together! How many can you see?' Anna counts, 'One, two, three,' and sees three red apples. The tree shakes and four more apples appear! 'How many apples are there now?' it asks. 'Seven!' Anna shouts excitedly, after counting again. By a nearby pond, Benny the Banana tree asks, 'Can you count my bunches?' Anna sees two bunches, each with three bananas. 'Six banan...
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