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Please Help Me Solve This Mathematics - Education - Nairaland

Nairaland ForumNairaland GeneralEducationPlease Help Me Solve This Mathematics (610 Views)

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Please Help Me Solve This Mathematics by semiquaver(op): 7:10am On Apr 12, 2020
Can someone help me solve this maths please. My nephew came to me with it.Thanks

Re: Please Help Me Solve This Mathematics by Ladylite: 7:14am On Apr 12, 2020
X=60
Its an isoceles triangle
Re: Please Help Me Solve This Mathematics by semiquaver(op): 7:30am On Apr 12, 2020
Ladylite:
X=60
Its an isoceles triangle
Can you clearly show working pls. Happy Easter
Re: Please Help Me Solve This Mathematics by dejt4u(m):
semiquaver:
Can someone help me solve this maths please. My nephew came to me with it.Thanks
x is 36°

Fact:
<A = < D = x
Also, <A = < D = <BCD = x

Let <ABC be y, therefore <BCD is also y (base angles of isosceles triangle)

From ∆ABC; y + y + x = 180°,
2y + x = 180° ............Eqn 1

From ∆BCD; x + x + (180° - y) = 180°,
y = 2x ......... Eqn 2

Put Eqn 2 in Eqn 1:
2(2x) + x = 180°,
5x = 180°,
x = 36°
Re: Please Help Me Solve This Mathematics by semiquaver(op): 7:45am On Apr 12, 2020
dejt4u:
x is 36°
please Sir can you show how you got it?
Re: Please Help Me Solve This Mathematics by DEXTROVERT: 7:45am On Apr 12, 2020
x is 36

Re: Please Help Me Solve This Mathematics by dejt4u(m): 7:46am On Apr 12, 2020
semiquaver:
please Sir can you show how you got it?
semiquaver:
Can someone help me solve this maths please. My nephew came to me with it.Thanks
x is 36°

Fact:
<A = < D = x ((base angles of isosceles triangle)
Also, <A = < D = <BCD = x

Let <ABC be y, therefore <BCD is also y (base angles of isosceles triangle)

From ∆ABC; y + y + x = 180°,
2y + x = 180° ............Eqn 1

From ∆BCD; x + x + (180° - y) = 180°,
y = 2x ......... Eqn 2

Put Eqn 2 in Eqn 1:
2(2x) + x = 180°,
5x = 180°,
x = 36°
Re: Please Help Me Solve This Mathematics by semiquaver(op): 9:04am On Apr 12, 2020
dejt4u:
x is 36°

Fact:
<A = <grin = x
Also, <A = <grin = <BCD = x

Let <ABC be y, therefore <BCD is also y (base angles of isosceles triangle)

From ∆ABC; y + y + x = 180°,
2y + x = 180° ............Eqn 1

From ∆BCD; x + x + (180° - y) = 180°,
y = 2x ......... Eqn 2

Put Eqn 2 in Eqn 1:
2(2x) + x = 180°,
5x = 180°,
x = 36°
Thanks boss
Re: Please Help Me Solve This Mathematics by rhajaan(m): 9:19am On Apr 12, 2020
can you solve this also? @mrshape

Re: Please Help Me Solve This Mathematics by Mrshape: 9:22am On Apr 12, 2020
rhajaan:
can you solve this also?
@mrshape
I have provides the solution here before.
It is 20°
1 Reply

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