Solve System of Equations in 5 Seconds #shorts #class10 #short #shortsyoutube #ibps #youtubeshorts

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[noahfantone]

When I heard your accent, I knew I can trust you

[UserKiadfvj.kndvfk.jnzdfvk.j]

Wow, my teachers tried to teach me this for 3 years and I never understood simultaneous equations, now this Indian man taught me everything in only 1 minute. That’s why I love Indians.

[himanshusinghyadav]

Bro this is Vedic maths. This is why INDIANS are great at maths😊

[DeepanshuKhatana]

Title-5 seconds
Him - 10 seconda
Reality- 4-5 minutes 😂

[bossyug]

This trick is working thanks sir this is helpful in objectives

[SatyanandaDas]

This is a known method that I use from beginning

[smitharaju]

Use elemination method for it
Make the x or y equal on up and down multiply 6x with 4x and 4x with 6x the add both equations you will get the value for it and substitute into 1st or second equation

[siwzhzz]

When the accent came, I clicked my fingers and knew this is what I should be watching. Thanks, now I’m sooo good at simultaneous equations

[bhanuprakash.m]

We can solve this using the method of substitution or elimination. Let's use elimination.

First, we can multiply the two equations by necessary multiples such that the coefficients of y's in both equations are the same:

1. Multiply the first equation by 3:
18x + 15y = 24

2. Multiply the second equation by 5:
20x - 15y = 90

Now, add both equations to eliminate the y variable:

(18x + 15y) + (20x - 15y) = 24 + 90
18x + 20x = 114
38x = 114

Now, divide by 38:
x = 114/38
x = 3

Now that we have the value of x, substitute it into one of the original equations to find the value of y. Let's use the first equation:

6x + 5y = 8
6(3) + 5y = 8
18 + 5y = 8

Subtract 18 from both sides:
5y = -10

Divide by 5:
y = -10/5
y = -2

So, the solution is x = 3 and y = -2.

[tech_busterfans]

This isn't a trick
That's the topic of cross multiplication method in class 10th chapter- linear equation in two variables
That's all my lord☆

[Yami-rutg]

Me watch this video before my final exam which is tomorrow: oh now I understand

[carolinemwajina]

This has really helped me in maths I even challenged my teacher of maths with this short method compared to his long method he has taught in class

[RheaG]

I forgot the rule and searched everywhere for double equation, nowhere found it satisfactory.Thank you sir I can solve every double equation now.

[ujqbfvj]

Wow. This method is so simple. I understand it now

[gauravnathani]

Thank you so much sir it helped me so much in my exam😭

[SuperGagan]

Pls tell trick when equation is in fraction

[smriti_Singh]

Its really tool few seconds to solve
Thank you 😊

[rahulsamantaray]

Sr Y=(-2) How did you find it (please solve) my problem

[Stevenspire]

This is Cramer's rule approach of solving systems of equations.

[WaterDragon]

The fact is, however easy the methods are, in the exam you'll hv to write full detailed explain