Active Teach Maths Ace>Chapter 7 - Simple Linear Equations>Exercise>Q 2

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7th CBSE

IMPORTANT

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Solve the following by trial and error method.

$5 x = - 75$

Important Questions on Simple Linear Equations

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7th CBSE

IMPORTANT

Active Teach Maths Ace>Chapter 7 - Simple Linear Equations>Exercise>Q 3

Solve the following by systematic method and verify your answer.

$x + 7 = 10$

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7th CBSE

IMPORTANT

Active Teach Maths Ace>Chapter 7 - Simple Linear Equations>Exercise>Q 3

Solve the following by systematic method and verify your answer.

$(5 \times (- 15)) = - 75$

HARD

7th CBSE

IMPORTANT

Active Teach Maths Ace>Chapter 7 - Simple Linear Equations>Exercise>Q 3

Solve the following by systematic method and verify your answer.

5 x - 9 = 1

HARD

7th CBSE

IMPORTANT

Active Teach Maths Ace>Chapter 7 - Simple Linear Equations>Exercise>Q 3

Solve the following by systematic method and verify your answer.

7 (x - 1) = 20

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7th CBSE

IMPORTANT

Active Teach Maths Ace>Chapter 7 - Simple Linear Equations>Exercise>Q 3

Solve the following by systematic method and verify your answer.

$6 x = 54$

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7th CBSE

IMPORTANT

Active Teach Maths Ace>Chapter 7 - Simple Linear Equations>Exercise>Q 3

Solve the following by systematic method and verify your answer.

\frac{x - 4}{2} = 1

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7th CBSE

IMPORTANT

Active Teach Maths Ace>Chapter 7 - Simple Linear Equations>Exercise>Q 4

Solve the following by transposition method.

$6 (t - 2) = 18$

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7th CBSE

IMPORTANT

Active Teach Maths Ace>Chapter 7 - Simple Linear Equations>Exercise>Q 4

Solve the following by transposition method.

$\frac{3}{2} p - 4 = 20$