10th Algebra Chapter 1| Linear Equations in Two Variables | Lecture 1 | Maharashtra Board |

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5x - 3y = 18-----------------eq1 3x + y =2----------------------eq2 Multiply by 3 in equation 2 9x + 3y = 6 ------------eq 3 Adding eq 1 and 3 5x - 3y = 8 + 9x + 3y = 6 ------------------------- 14x = 14 X = 1 Put x=1 in eq 2 3x + y = 2 3X 1 + y = 2 3 + y = 2 y = 2 - 3 y= -1 x = 1 and y=-1 are solution of the given equation

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Nice explanation on the digital board. You are making the concept very clear. I noticed that you had missed to say that the coefficient of the two variables shoud never be zero. Means a and b should never be zero in ax+by+c=0. This is just an observation of mine. Best wishes to your teaching. I wish with your teaching, many students will be benefitted.

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Did u notice that the white board formula was ax²+bx+c=0 And not on the digital board the formula is ax+by+ c=0

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Ye wala method konsa use kiya eliminating wala ky? Kyuki dusra substitute hai isliye plz anyone reply

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Sir mene to apke White board vale linear equations in two variables ke video pahle hi Dek ckuka hu😎😎

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Sir aap explain bohot aacha karte ho or aapki handwriting Hume to samjh aati hai handwriting se kya karna hai bs doubt clear hona jaruri hota hai so thank you so much 😇

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Sir, I have a doubt....Q. √2x-√5y=16, here we can write √2 as 2^(1/2) and √5 as 5^(1/2)...... still is this a linear equation????? Sir please 🙏 answer me as soon as possible.

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Thank you so much sir for your endless love and support. 😊😊😭😭✨🤗missing the white board too. ☺

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Sir l am going to classe also but l didn't understand anything so l am watching your videos to understanding maths Thank you so much sir

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Sir this is amazing. I go to classes but never understand anything. Your just one video has helped me so much! I wish you all the succes sir. Thankyou.

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Thank you sir you are grate sir nice video i clear all simultaneous equation your video is so nice sir

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Sir bahut aacha laga mujhe pura samjh me aa gaya Thank you sir 💖

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Sir mera bhi simultaneous equations ka answer same aaya bas maine by school method se y pehle nikala👍

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Uu

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Thank you sir 😊 this lecture was excellent and superb sir 🤗