Math / Geometry

QuestionUVWX 〜 KHIJ. 6 Time elapered 00 05 N月 ㄴㅐㅏ Smartsico out of 100 46
Find the ratio of a side length in UVWX to its corresponding side length in KHIJ. Simplify your answer and write it as a proper fraction, improper fraction, or whole number. $\square$ Submit Work it out Not feeling ready yet? This can help: Write fractions in lowest terms

Studdy Solution

STEP 1

What is this asking? We've got two similar shapes, UVWX and KHIJ, and we need to find the ratio of their corresponding side lengths.
It's like comparing how much bigger one shape is than the other! Watch out! Make sure you're comparing corresponding sides!
UVWX to KHIJ, not the other way around!

STEP 2

1. Identify Corresponding Sides
2. Calculate the Ratio

STEP 3

Alright, let's look closely at our shapes!
We've got UVWX with sides of length $5$ and KHIJ with sides of length $1$ .
Since they're similar, we know their corresponding sides are proportional.
That means side UV corresponds to KH, VW to HI, WX to IJ, and UX to KJ.

STEP 4

Now for the fun part!
We want the ratio of a side in UVWX to its corresponding side in KHIJ.
Let's pick side UV from UVWX, which has a length of $5$ .
Its corresponding side in KHIJ is KH, with a length of $1$ .

STEP 5

To find the ratio, we divide the length of UV by the length of KH.
So we have $\frac{5}{1}$ .
We're dividing by $1$ , which means our ratio simplifies to just $5$ !

STEP 6

Our final answer, the ratio of a side length in UVWX to its corresponding side length in KHIJ, is $5$ .

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Studdy Solution

STEP 1

What is this asking? We've got two similar shapes, UVWX and KHIJ, and we need to find the ratio of their corresponding side lengths.
It's like comparing how much bigger one shape is than the other! Watch out! Make sure you're comparing corresponding sides!
UVWX to KHIJ, not the other way around!

STEP 2

1. Identify Corresponding Sides
2. Calculate the Ratio

STEP 3

Alright, let's look closely at our shapes!
We've got UVWX with sides of length $5$ and KHIJ with sides of length $1$ .
Since they're similar, we know their corresponding sides are proportional.
That means side UV corresponds to KH, VW to HI, WX to IJ, and UX to KJ.

STEP 4

Now for the fun part!
We want the ratio of a side in UVWX to its corresponding side in KHIJ.
Let's pick side UV from UVWX, which has a length of $5$ .
Its corresponding side in KHIJ is KH, with a length of $1$ .

STEP 5

To find the ratio, we divide the length of UV by the length of KH.
So we have $\frac{5}{1}$ .
We're dividing by $1$ , which means our ratio simplifies to just $5$ !

STEP 6

Our final answer, the ratio of a side length in UVWX to its corresponding side length in KHIJ, is $5$ .

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Studdy Solution

STEP 1

What is this asking? We've got two similar shapes, UVWX and KHIJ, and we need to find the ratio of their corresponding side lengths.It's like comparing how much bigger one shape is than the other! Watch out! Make sure you're comparing corresponding sides!UVWX to KHIJ, not the other way around!

STEP 2

1. Identify Corresponding Sides2. Calculate the Ratio

STEP 3

Alright, let's look closely at our shapes!We've got UVWX with sides of length 555 and KHIJ with sides of length 111.Since they're similar, we know their corresponding sides are proportional.That means side UV corresponds to KH, VW to HI, WX to IJ, and UX to KJ.

STEP 4

Now for the fun part!We want the ratio of a side in UVWX to its corresponding side in KHIJ.Let's pick side UV from UVWX, which has a length of 555.Its corresponding side in KHIJ is KH, with a length of 111.

STEP 5

To find the ratio, we divide the length of UV by the length of KH.So we have 51\frac{5}{1}15​.We're dividing by 111, which means our ratio simplifies to just 555!

STEP 6

Our final answer, the ratio of a side length in UVWX to its corresponding side length in KHIJ, is **555**.

Get Studdy

Studdy solves anything!

Start learning now

Download Studdy AI Tutor now. Learn with ease and get all help you need to be successful at school.

What is this asking? We've got two similar shapes, UVWX and KHIJ, and we need to find the ratio of their corresponding side lengths.
It's like comparing how much bigger one shape is than the other! Watch out! Make sure you're comparing corresponding sides!
UVWX to KHIJ, not the other way around!

1. Identify Corresponding Sides
2. Calculate the Ratio

Alright, let's look closely at our shapes!
We've got UVWX with sides of length $5$ and KHIJ with sides of length $1$ .
Since they're similar, we know their corresponding sides are proportional.
That means side UV corresponds to KH, VW to HI, WX to IJ, and UX to KJ.

Now for the fun part!
We want the ratio of a side in UVWX to its corresponding side in KHIJ.
Let's pick side UV from UVWX, which has a length of $5$ .
Its corresponding side in KHIJ is KH, with a length of $1$ .

To find the ratio, we divide the length of UV by the length of KH.
So we have $\frac{5}{1}$ .
We're dividing by $1$ , which means our ratio simplifies to just $5$ !

Our final answer, the ratio of a side length in UVWX to its corresponding side length in KHIJ, is $5$ .