“5 more than triple a number 𝑦, all divided by 2” can be written as

Answer: $\frac{3y + 5}{2}$

Step-by-step solution

Step 1: Translate “triple a number $y$ ”

Tripling a number means multiplying that number by 3. Therefore, triple a number $y$ is written algebraically as $3y$ .

Step 2: Translate “5 more than triple a number $y$ ”

The phrase “5 more than” indicates adding 5 to the previous quantity. Adding 5 to $3y$ gives the expression $3y + 5$ .

Step 3: Translate “all divided by 2”

The phrase “all divided by 2” means that the entire expression obtained so far, $3y + 5$ , must be divided by 2. This gives the algebraic expression $\frac{3y + 5}{2}$ .

Solve your own maths question free →

“5 more than triple a number 𝑦, all divided by 2” can be written as

Step-by-step solution

Step 1: Translate “triple a number yyy ”

Step 2: Translate “5 more than triple a number yyy ”

Step 3: Translate “all divided by 2”

Step 1: Translate “triple a number $y$ ”

Step 2: Translate “5 more than triple a number $y$ ”