Pair of Straight Lines 01 | Joint Equation | Combined Equation | JEE/BITSAT/NDA/CET/CBSE/HSC

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In this video, you will learn about joint equation or combined equation of pair of straight lines along with examples on it.

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Sir, answer of the star question is
Those two equations are
x-√3y =0 and 3x +√3y =0

sarthakchopde
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Sir the answer of the 🌟 question is:
x-√3 y=0 and 3x+√3 y=0 by splitting the middle term

umeshr
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ans of star question is
x-√3y =0 and 3x +√3y =0 are the Equation u and v

tanmaymule
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Sir, Answer of star question is
x - under root 3y = 0 &
3x + under root 3y = 0
are the two equations

wellcometoworldofanythingc
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Answer of the ⭐question is
x-√3y=0 & √3x + y=0

prashantfadale
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U= 3x+rt3y=0
V=x-rt3y=0
Is the answer for the star question
Thanks sir

sohamvichare
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Sir, the answer of the star question is (3x+3 under root y) and (x-3 under root y).

balajitammireddy
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Answer of star question is x- 3^1/2 y=0 & 3x+3^1/2 y=0

atharvasalkar
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Answer for the star question is 𝙪 ≡ ( 𝙭 - √3𝙮 ) 𝙫 ≡ ( 3𝙭 + √3𝙮 )

adityadobhada
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Can we take common root3 from 3x+root3y and make it root3x+y in star question??

simrankhurmi
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Seperate equations of the combined equation are
1) x-√3y=0
2) √3x-y=0

shrutikamohalkar
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(X-√3Y=0)
(3X+√3Y=0)
These are the equations of lines for star question
(Rohan jami)

deepajami
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Answer of the star question: u and v are (x -√3y) and (3x + √3y)

youonlyliveonce.
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Ans of the star Q
√3x+y=0 & x-√3y=0

yashgaikwad
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Sir,
Answer of the Star⭐ question is
u: x-√3y=0
v: 3x+√3y=0

parthlawand
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Homework question Answer is
(x-√3y)(3x+√3y)=0

woundedsoul
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Answer of star question is 3x+root3y=0, x-root3y=0

pragatibora
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Sir answer to star question is x-√3y=0 and 3x+√3y=0

harshvyavahare
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My name is Vishnu answer of today's star question is X-√3Y=0 & 3X+√3Y=0

vishnukandulwar
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The answer of star question is x-root 3y=0 and 3x+root3y=0

dnyaneshwaribhalekar