6.1 Linear equations in one unknown

6.1 Linear equations in one unknown - Set 2

Report 1 / 5

Write a linear equation based on the following statements.

"Ramu buys \(\textit{x}\) pencils for RM\(\textit{2}\) each and a comic for RM\(\textit{8}\). He paid RM\(\textit{15}\)."

(A) \(x^2+8=15\)

(B) \(2x-8=15\)

(D) \(2(x+8)=15\)

Difficulty Level: Medium

6.1 Linear equations in one unknown - Set 2

Report 2 / 5

Write a linear equation based on the following statements.

"When a number \(\textit{x}\) is subtracted to \(\textit{7}\), the result is \(\textit{20}\)."

(A) \(x-7=20\)

(B) \(x-20=7\)

(D)\(7+x=20\)

Difficulty Level: Easy

6.1 Linear equations in one unknown - Set 2

Report 3 / 5

The table below shows the number of articles read by Raju.

\(\begin{array}{|c|c|} \hline \textbf{Month}&\textbf{Number of articles}\\ \hline \text{January}& x \\\hline \text{February}& 2x-3 \\ \hline \text{March}& x+3 \\ \hline \text{April}& 10 \\\hline \end{array}\)

If the number of articles read by him in the \(4\) months is \(34\), find the number of articles read by him in March.

(A) \(6\)

(B) \(8\)

(D) \(11\)

Difficulty Level: Hard

6.1 Linear equations in one unknown - Set 2

Report 4 / 5

Write a linear equation based on the following statements.

"When \(\textit{8}\) is subtracted from \(\textit{m}\), the result is \(\textit{35}\)."

(A) \(m-8=35\)

(B) \(m-35=8\)

(D) \(8+m=35\)

Difficulty Level: Medium

6.1 Linear equations in one unknown - Set 2

Report 5 / 5

The solution of the equation \(x+\dfrac25=\dfrac47\) is

(A) \(\dfrac6{7}\)

(B) \(\dfrac{15}{37}\)

(D) \(\dfrac{6}{35}\)

Difficulty Level: Medium