Question

A young snake measures 0.23 meters long. During the course of his lifetime, he will grow to be 13 times his current length. What will his length be when he is full grown?

Answer 1

2.99 meters. Mutlply .23 by 13 to get 2.99

Answer 2

The snake's length will be 2.99 meters when he is full grown.

Further Explanation

Given:

Young snake is 0.23 m

Snake grow 13 times

When the snake fully grown the length will be:

$\boxed{ 0.23\times 13\ }$

We can solve this problem with area model or partial product/ algorithm standard

Area model : area model is a rectangular diagram or model used for multiplication. We separate the big number into its small number then add to get the area of the whole, which is the product or quotient. For example, in this multiplication we separate 13 into 10 + 3 and multiply each number with 0.23 (see the attachment).

$\boxed{ 0.23\times 13\ = }$

= (0.23 x 10) + (0.23 x 3)

= 2.3 + 0.69

= 2.99

Algorithm standard

0.23

   13 x

   69

 23   +

 2.99

So, the snake's length when he full grown will be 2.99 meters

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Keywords: multiplication, standard algorithm, snake's length, partial product, area model