You Searched for "update"

648 result found.

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

https://onlineedumath.com/update/a-kind-and-humble-call-for-your-donationcontribut/3215982

a-kind-and-humble-call-for-your-donationcontribut_17556785891IEQfa.jpeg
“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/3421550

mathematics-question-and-solution_1766530557g7KaKS.jpeg
Sir Mike Ambrose is the author of the question.Point P coordinate is;P(4, -3)Point R coordinate is;R(0, ⅓(37))Point Q (maximum turning point) coordinate is;Q((-3√(259)/14), (4√(259)/7))Therefore;Area green exactly in square unit decimal form is;Area triangle with height 14.2909320391 units and base (15.8464857653sin(atan(23/6)-atan((8√(259)+42)÷(3√(259)+56))) units.= 0.5*14.2909320391*15.8464857653sin(atan(23/6)-atan((8√(259)+42)÷(3√(259)+56))= 32.7134051364 square units.

Mathematics Question and Solution

https://onlineedumath.com/update/mathematics-question-and-solution/3401898

mathematics-question-and-solution_1766444281PZpH2E.jpeg
Sir Mike Ambrose is the author of the question.The side of the square is;6.065425 cmTherefore;Area red in cm² to 2 d. p is;Area triangle with height (2.1tan29.11) cm and base 2.1 cm= 0.5*2.1(2.1tan29.11)= 1.22779137323≈ 1.23 cm²

Mathematics Question and Solution

https://onlineedumath.com/update/mathematics-question-and-solution/3401118

mathematics-question-and-solution_1766377607xzCwMr.jpeg
Sir Mike Ambrose is the author of the question.Calculating Area Green.Area green exactly in cm² is;Area ABCD - Area trapezoid with parallel sides (9-2√(3)) cm and (24√(3)-39) cm, and height 6 cm.= (54-6√(3)) - ½*6((9-2√(3))+(24√(3)-39))= (54-6√(3)) - 3(22√(3)-30)= 54-6√(3)-66√(3)+90= 144-72√(3)= 72(2-√(3)) cm²OrCalculating Area Green.Let a be BC.tan30 = 12/bb = 12√(3) cm.b is the height of the ascribed right-angled triangle.tan30 = a/cc = √(3)a cm.d = 6+cd = (6+√(3)a) cm.tan30 = e/(6+√(3)a)e =...

Mathematics Question and Solution

https://onlineedumath.com/update/mathematics-question-and-solution/3401084

mathematics-question-and-solution_1766372229VlcT99.jpeg
Calculating FM ÷ ML.Let 2 units be the side length of square.Calculating FM.tana = 2/1a = atan(2)°a is angle AFB.Let b, be the radius of the small inscribed circle.c = (1-b) units.Therefore;Calculating b.tan(½atan(2)) = b/(1-b)b = 0.6180339887(1-b)1.6180339887b = 0.6180339887b = 0.3819660112 units.Again, b is the small inscribed circle radius.It implies;c = 1-0.3819660112c = 0.6180339888 units.c is FM.Calculating ML.Let d, be the radius of the big inscribed circle.e = (2-d) units.Therefore;tan(...

Mathematics Question and Solution

https://onlineedumath.com/update/mathematics-question-and-solution/3400047

mathematics-question-and-solution_1766269079t2WpT5.jpeg
Calculating Blue Area.Let x be the radius of the inscribed white half circle.a = (1+x) cm.b = 1+1+xb = (2+x) cm.b is the radius of the ascribed half circle.Calculating x.x²+(1+x)² = (2+x)²x²+1+2x+x² = 4+4x+x²x² = 2x+3x²-2x-3 = 0x²-2x+(2/2)² = 3+(2/2)²(x-1)² = 4x = 1±√(4)x = 1±2It implies;x ≠ 1-2x = 1+2x = 3 cm.Again, x is the radius of the inscribed white half circle.Recall.b = 2+x, and x = 3 cm.b = 2+3b = 5 cm.Again, b is the radius of the ascribed half circle.Therefore, Area Blue is;½(π*5²)-½...

Mathematics Question and Solution

https://onlineedumath.com/update/mathematics-question-and-solution/3398365

mathematics-question-and-solution_1766190915LjpqSB.jpeg
Sir Mike Ambrose is the author of the question.Calculating Area R.Radius of the inscribed circle, r is;2r² = 4r² = 2r = √(2) units.Therefore;Area R in square unit to 3 d. p. is;Area sector with radius √(2) units and angle atan(0.5√(2))° - Area triangle with height 0.8165 units and base √(2)sin(atan(0.5√(2))) units - Area sector with radius 2 units and angle 25.5286945392° + Area triangle with height 2 units and base (2sin25.5286945392) units.= (atan(0.5√(2))π*√(2)²÷360) - (0.5*0.8165*√(2)sin(a...

Mathematics Question and Solution

https://onlineedumath.com/update/mathematics-question-and-solution/3397210

mathematics-question-and-solution_1766093758TCfjM1.jpeg
Sir Mike Ambrose is the author of the question.Calculating Area green exactly.Let the side length of the three congruent, inscribed square be x.Calculating x.x + 2 = 2√(3) x = (2√(3)-2) units.Therefore;Area green exactly in square unit decimal form is;Area triangle with height (2√(3)-2) units and base (4-2√(3)) units + Area triangle with height (2√(3)-2) units and base ⅓(6-2√(3)) units + Area triangle with height 1.55909609016 units and base ⅓(4√(3)-6)sin(50.103909361) units.= (0.5*(2√(3)-2)(4-...

Mathematics Question and Solution

https://onlineedumath.com/update/mathematics-question-and-solution/3396316

mathematics-question-and-solution_1766029030XVRQYA.jpeg
Calculating Green Area.Area green is;Area square with side 6 units + 4(Area sector with radius 6 units and angle 60° - Area equilateral triangle with side 6 units) - Area square with diagonal (6√(3)-6) units - 4(area sector with radius 6 units and angle 30° - area triangle with height 6 units and base (6sin30) units).= 6² + 4((π6²)/6 - ¼(6²√(3))) - ½(6√(3)-6)² - 4((30π*36÷360)-½(36sin30))= 36 + 4(6π-9√(3)) - ½(144-72√(3)) - 4(3π-9)= 36 + 24π - 36√(3) - 72 + 36√(3) - 12π + 36= 24π - 12π= 12π sq...

Mathematics Question and Solution

https://onlineedumath.com/update/mathematics-question-and-solution/3395146

mathematics-question-and-solution_1765923881f82XTF.jpeg
Sir Mike Ambrose is the author of the question.Calculating Area Triangle ABC ÷ Area Purple.Let the two equal side length of the ascribed isosceles triangle be 1 unit.Therefore;Area triangle ABC is;½(1*1sin36)= ½(sin36) space units.= 0.29389262615 square units.Area purple is;Area triangle with height 0.37567713613 units and base (0.15621533715sin138) units.= 0.5*0.37567713613*0.15621533715sin138= 0.01963447686 square units.It implies;Area Triangle ABC ÷ Area Purple to 2 d. p. is;0.29389262615...
WhatsApp Google Map
✕

Safety and Abuse Reporting

Thanks for being awesome!

We appreciate you contacting us. Our support will get back in touch with you soon!

Have a great day!

Are you sure you want to report abuse against this website?

Please note that your query will be processed only if we find it relevant. Rest all requests will be ignored. If you need help with the website, please login to your dashboard and connect to support

Cancel Confirm