6.1 Linear equations in one unknown

6.1 Linear equations in one unknown - Set 1

Report 1 / 5

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

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

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

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

Difficulty Level: Medium

6.1 Linear equations in one unknown - Set 1

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 1

Report 3 / 5

Given \(\dfrac{7x-4}{8}=x+6\), calculate the value of \(x\).

(A) \(-52\)

(B) \(48\)

(D) \(56\)

Difficulty Level: Medium

6.1 Linear equations in one unknown - Set 1

Report 4 / 5

Solve the following equation.

\(4x=20\)

(A) \(x=-5\)

(B) \(x=5\)

(D) \(x=1\)

Difficulty Level: Easy

6.1 Linear equations in one unknown - Set 1

Report 5 / 5

Amri bought two novels and seven non-fiction books at a price of \(\text{RM}15\) each. The total payment that Amri has to make is \(\text{RM}213\). Find the price of a novel.

(A) \(\text{RM}51\)

(B) \(\text{RM}53\)

(D) \(\text{RM}56\)

Difficulty Level: Medium