a 4" x 6" photograph needs to be enlarged to 10" x 15" to fit into an existing frame. What is the ratio of the dimensions of the original photograph to the corresponding dimensions of the enlarged photograph?

2:5

2:5

Ah, the magic of enlargements! Let's dive into some dimensions and ratios. To find the ratio between the original and enlarged photograph dimensions, we can divide the corresponding sides.

First, let's take a look at the width of the original photograph, which is 4 inches. When we enlarge it, the width becomes 10 inches. Now, let's calculate the ratio:

10 inches (enlarged width) ÷ 4 inches (original width) = 2.5

So, the ratio for the width is 2.5.

Next up, the height of the original photograph is 6 inches, and when enlarged, it becomes 15 inches. Let's do the math:

15 inches (enlarged height) ÷ 6 inches (original height) = 2.5

Lo and behold, the ratio for the height is also 2.5!

To sum it up, the ratio of the dimensions of the original photograph to the corresponding dimensions of the enlarged photograph is 2.5 to 1.

Now, whether the photograph will look like a big pixel party or a masterpiece in the frame is another story!

To find the ratio of the dimensions of the original photograph to the corresponding dimensions of the enlarged photograph, you can divide the corresponding dimensions of the two photographs.

The original photograph has dimensions of 4" x 6", while the enlarged photograph has dimensions of 10" x 15".

To find the ratio horizontally, divide the corresponding widths of the two photographs:

Ratio of widths = 10" / 4" = 2.5

To find the ratio vertically, divide the corresponding heights of the two photographs:

Ratio of heights = 15" / 6" = 2.5

So, the ratio of the dimensions of the original photograph to the corresponding dimensions of the enlarged photograph is 2.5 : 2.5 or simply 1 : 1.

657

Idk