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Exercise 2.1 - Chapter 2 Linear Equations In One Variable class 8 ncert solutions Maths - SaraNextGen [2024]


Class 8 Maths Chapter 2

Question 1:

Solve: https://img-nm.mnimgs.com/img/study_content/curr/1/8/5/65/2850/Chapter%202_html_m71225297.gif

Answer:

x − 2 = 7

Transposing 2 to R.H.S, we obtain

x = 7 + 2 = 9

Question 2:

Solve: https://img-nm.mnimgs.com/img/study_content/curr/1/8/5/65/2855/Chapter%202_html_m1f2fa07e.gif

Answer:

y + 3 = 10

Transposing 3 to R.H.S, we obtain

y = 10 − 3 = 7

Question 3:

Solve: https://img-nm.mnimgs.com/img/study_content/curr/1/8/5/65/2860/Chapter%202_html_1a1f81c1.gif

Answer:

6 = z + 2

Transposing 2 to L.H.S, we obtain

6 − 2 = z

z = 4

Question 4:

Solve: https://img-nm.mnimgs.com/img/study_content/curr/1/8/5/65/2862/Chapter%202_html_m56fbdb1e.gif

Answer:

https://img-nm.mnimgs.com/img/study_content/curr/1/8/5/65/2862/Chapter%202_html_m56fbdb1e.gif

Transposinghttps://img-nm.mnimgs.com/img/study_content/curr/1/8/5/65/2862/Chapter%202_html_9d628a6.gif to R.H.S, we obtain

https://img-nm.mnimgs.com/img/study_content/curr/1/8/5/65/2862/Chapter%202_html_m4a341526.gif

Question 5:

Solve: https://img-nm.mnimgs.com/img/study_content/curr/1/8/5/65/2863/Chapter%202_html_350122ea.gif

Answer:

6x = 12

Dividing both sides by 6, we obtain

https://img-nm.mnimgs.com/img/study_content/curr/1/8/5/65/2863/Chapter%202_html_m7a06d48c.gif

x = 2

Question 6:

Solve: https://img-nm.mnimgs.com/img/study_content/curr/1/8/5/65/2865/Chapter%202_html_13199293.gif

Answer:

https://img-nm.mnimgs.com/img/study_content/curr/1/8/5/65/2865/Chapter%202_html_13199293.gif

Multiplying both sides by 5, we obtain

https://img-nm.mnimgs.com/img/study_content/curr/1/8/5/65/2865/Chapter%202_html_70e472c0.gif

Question 7:

Solve: https://img-nm.mnimgs.com/img/study_content/curr/1/8/5/65/2867/Chapter%202_html_m513c9d9e.gif

Answer:

https://img-nm.mnimgs.com/img/study_content/curr/1/8/5/65/2867/Chapter%202_html_m513c9d9e.gif

Multiplying both sides byhttps://img-nm.mnimgs.com/img/study_content/curr/1/8/5/65/2867/Chapter%202_html_m47d40970.gif , we obtain

https://img-nm.mnimgs.com/img/study_content/curr/1/8/5/65/2867/Chapter%202_html_m3b898fd.gif

Question 8:

Solve: https://img-nm.mnimgs.com/img/study_content/curr/1/8/5/65/2869/Chapter%202_html_3e31c8a7.gif

Answer:

https://img-nm.mnimgs.com/img/study_content/curr/1/8/5/65/2869/Chapter%202_html_3e31c8a7.gif

Multiplying both sides by 1.5, we obtain

https://img-nm.mnimgs.com/img/study_content/curr/1/8/5/65/2869/Chapter%202_html_m38ac852d.gif

Question 9:

Solve: https://img-nm.mnimgs.com/img/study_content/curr/1/8/5/65/2872/Chapter%202_html_m754a8819.gif

Answer:

7x − 9 = 16

Transposing 9 to R.H.S, we obtain

7x = 16 + 9

7x = 25

Dividing both sides by 7, we obtain

https://img-nm.mnimgs.com/img/study_content/curr/1/8/5/65/2872/Chapter%202_html_417e875.gif

Question 10:

Solve: https://img-nm.mnimgs.com/img/study_content/curr/1/8/5/65/2875/Chapter%202_html_ab619d7.gif

Answer:

14y − 8 = 13

Transposing 8 to R.H.S, we obtain

14y = 13 + 8

14y = 21

Dividing both sides by 14, we obtain

https://img-nm.mnimgs.com/img/study_content/curr/1/8/5/65/2875/Chapter%202_html_m6557e4fb.gif

Question 11:

Solve: https://img-nm.mnimgs.com/img/study_content/curr/1/8/5/65/2877/Chapter%202_html_18ff4663.gif

Answer:

17 + 6p = 9

Transposing 17 to R.H.S, we obtain

6p = 9 − 17

6p = −8

Dividing both sides by 6, we obtain

https://img-nm.mnimgs.com/img/study_content/curr/1/8/5/65/2877/Chapter%202_html_70de4c2c.gif

Question 12:

Solve: https://img-nm.mnimgs.com/img/study_content/curr/1/8/5/65/2879/Chapter%202_html_m7b2eb48a.gif

Answer:

https://img-nm.mnimgs.com/img/study_content/curr/1/8/5/65/2879/Chapter%202_html_m7b2eb48a.gif

Transposing 1 to R.H.S, we obtain

https://img-nm.mnimgs.com/img/study_content/curr/1/8/5/65/2879/Chapter%202_html_m6e0457d9.gif

Multiplying both sides by 3, we obtain

https://img-nm.mnimgs.com/img/study_content/curr/1/8/5/65/2879/Chapter%202_html_m4a94633c.gif

Also Read : Exercise-2.2-Chapter-2-Linear-Equations-In-One-Variable-class-8-ncert-solutions-Maths

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