Question

What is `16/64` simplified?

Answer 1

`16/64=1/4`

Explanation:

Simplify:

`16/64`

Both the numerator and denominator can be divided by `16`.

`(16-:16)/(64-:16)=1/4`

Answer 2

If you get really stuck you can always try this type of approach.

Explanation:

Lets do it in stages

Observe that both the top and bottom numbers are even. So we may divide by 2.

For multiply and divide; what you do to the bottom you do to the top

`(16-:2)/(64-:2) = 8/32`

Again they are both even so we have:

`(8-:2)/(32-:2) = 4/16`

`(4-:2)/(16-:2) = 2/8`

`(2-:2)/(8-:2)=1/4`
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It is much faster if you spot that `4xx16=64` so that you have

`(16-:16)/(64-:16)=1/4`

Answer 3

A = `1/4`

Explanation:

Find a common divisor:

= `(16/16) / (64/16)`
= `1/4`

Answer 4

See the solution process below:

Explanation:

We can rewrite this expression as:

`16/64 => (16 xx 1)/(16 xx 4)`

Now, we can cancel common terms in the numerator and denominator:

`(16 xx 1)/(16 xx 4) => (color(red)(cancel(color(black)(16))) xx 1)/(color(red)(cancel(color(black)(16))) xx 4) => 1/4`

`16/64 = 1/4`