How to solve simultaneous linear equations | Elimination method.

A linear equation in two variables has an infinite number of solutions.
for example y - x = 3 can be transposed as
y = x + 3.
However such two equations, there may be just one pair of x and y values that satisfy both equations simultaneously.
In this video, we are going to focus on elimination method for solving simultaneous linear equations.
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#Simultaneous #linear #Equations
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[@julioezequiel8935]

Good initiative, greetings from Brazil !

[@tambuwalmathsclass]

Thank you.

[@lumkaacheaw515]

Thanks for sharing ❤🙏🏾

[@chukwudebeluchukwuma2350]

Thanks man

[@amakanwachukwu2739]

Wow! Lovely.

[@tambuwalmathsclass]

Thank you 🙏

[@fisaraaishashonibare6533]

Thank you very much

[@De_jedidiah]

Sir we can also use our final answer on x which is 6 on equation 2 right

[@brownifeoma9174]

Nice one

[@adesewahannah5495]

I like the ways you explain,but next time try to upgrade the camera you used,the background is dull because of that camera

[@timbawangu3038]

Excellent. Why was I not hearing it like this is school😢

[@kinginspirationchannel]

Lol! It's either you were not paying good attention or you didn't have good math teachers

[@brownifeoma9174]

Good

[@AnumbunDenis]

A+2b=8

[@BenedithChioma-tb1gh]

How did u get 2 to multiply them in the beginning please

[@UNITED_STATES_OF_AMERICA5]

Listen to 1:08

[@saraasare699]

To eliminate x from the equations

[@abbasamuel6209]

The 2 is the coefficient of Y in equation 1...

[@enyaeje-bo4vo]

This 3x +y=22 y=5x-26

[@chukwuedoemmanuel2333]

3x + y = 22 y = 5x -26 Sub (5x-26) in equation 1 Therefore 3x + 5x-26=22 Collect like terms 3x +5x = 22 + 26 8x = 48 8x/8 = 48/8 X=6 Now to get y, sub 6 for x in equation 1 3(6) + y = 22 18 + y = 22 y = 22 - 18 y =4 Ans: x= 6, y=4

[@GilbertDornyo]

When solving simultaneous equations can you mulitply the equations by any number to eliminate it

[@nkechiugochukwu5153]

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[@mariamfatimakamara-xn4tb]

Nice one 👍

[@ekweoguifeanyichukwu5410]

Interesting sir can u teach me personally

[@tambuwalmathsclass]

Yes

[@LauluAuvaa-jd6vu]

I agree🤝

[@faithchiomageorge7930]

Nice one

[@mariamfatimakamara-xn4tb]

Nice one 👍

[@bernardarmaah]

Sir can you write x=6,y=4

[@tambuwalmathsclass]

Yes

[@kefanyamwacha1627]

Thanks for the lesson ☺️

[@tambuwalmathsclass]

🙏🙏