In this case, we need to translate 17 inches into centimeters. First of all, we determine what one inch is equal. It is believed that 1 inch is 2.54 centimeters.

Further, for calculating us simple mathematics and calculator to help us. The number of inches from the task, that is, 17 must be multiplied by the number of centimeters in an inch, namely 2.54 centimeters.

It turns out the following example: 17 * 2.54 = 43.18 centimeters. Walk up to 43 centimeters.

But we have a table for confirmation.

In fact, the question is important when buying a monitor or TV, but you can’t say right away, t.K, you need to be able to calculate or have a table before your eyes, in which the dimensions in inches and centimeters will be correlated, so as not to be mistaken. This is all the more important when buying in online stores. And so, or we take when buying at the rate of 2.5 cm, respectively, 1 inch, or just take a similar table and check with the size that is proposed by the seller.

You know what almost everyone knows the diagonal of 17 inches, but not everyone knows how many 17 inches is already centimeters. So, 17 inches, this is 43, 18 centimeters. Now you know the size of the diagonal, and you can already decide whether to buy such a screen or not.

If we talk about TV, then a diagonal of 17 inches, this is not a big TV. Since it will be 43.18 cm diagonally. Please note that this is diagonally, which means that the size of the screen itself is even smaller. About 37 cm by 21 cm (everything will depend on the manufacturer). It turns out a very small TV, according to the current size of the TVs, I would even say that the little one is very.

I now have a diagonal monitor about 45 cm. If you choose a laptop, then it is a good monitor, even large for a laptop. For the TV – small, most often they take one in the cottages, to the kitchen. If you choose for the monitor, then it’s also good, not a small monitor will be.

TV screens with the indicated size in the issue are very common. This is the optimal size for most rooms (premises). If it is difficult to imagine a TV of this size in inches on a vault, it is worth transferring this size to centimeters.

Translating the size from inches into centimeters is actually just. It is enough to recall that inch is 2.54 centimeters. Knowing this, we translate seventeen inches into centimeters by multiplying by the above value.

We will get a size of 43.18 centimeters centimeters.

The old British measure of inch length has been preserved so far. These stubborn British, the islanders do not want to adapt to the general planetary metric measurement system.

But translating inches into centimeters is quite easy for a simplified coefficient 2.5 or, if you take more precisely – 2.54.

Now few have the seventeenth diagonal on the monitor. Mostly users try to buy monitors with a diagonal of more than 21. But at the beginning of the twenty -first century, many had such monitors.

If seventeen inches are translated into centimeters, then this diagonal is 43.18 centimeters (one inch is 2.54 centimeters).

If we talk about the size of the screen, it turns out the height can be 21.15 centimeters, and the width is 37.6 centimeters.

It is very simple to calculate the diagonal – you need to multiply centimeters by inches, and 1 inch is 2.5 centimeters. Respectively, 17 multiply by 2.5 and get 42.5 centimeters. Diagonally, of course.

Diagonal 17 inches – a fairly common size of monitor screens for personal computers and on laptops.

To calculate and understand how many 17 inches centimeters we need to know that 1 inch is 2.54 centimeters. Now we need to multiply 17 by 2.54 and in the answer we will ultimately get 43.18 centimeters. As a result, it is 43.18 centimeters that will be the size of the diagonal that will be approximately equal to 17 inches.

To translate 17 inches into centimeters, you can use the recalculation coefficient of 2.54 centimeters per inch. Thus:

17 inches * 2.54 centimeters per inch = 43.18 centimeters.

Thus, 17 inches are approximately 43.18 centimeters.

The diagonal of 17 inch is approximately 43.18 cm.