Question

How do you translate "the quotient of twice a number t and 12" into a mathematical expression?

Answer 1

See a solution process below:

Explanation:

• the quotient of is the result of dividing two terms

• The first term is - Twice a number `t`: `2t`

• The second term is - and 12: `12`

`2t -: 12` or `(2t)/12`

Answer 2

Literally: `\frac{2t}{12}`

Simplified: `\frac{t}{6}`

Explanation:

Let's translate the expression: "the quotient of `x` and `y`" means that we will have to divide the numbers: `\frac{x}{y}`

In this case, `x` is described as "twice a number `t`". Twice a number means that number multiplied by `2`, so twice a number `t` translates as `2t`

So, the fraction is `\frac{2t}{12}`, which can be simplified into `\frac{t}{6}`