Question

if ◻SLED ~ ◻PARK which of the following statements are correct?

EL ~ AR
LS ~ RA
LE ~ RK
ED ~ PK

Answer 1

To determine the correct statements given that ◻SLED ~ ◻PARK, we need to analyze the letters in the two words SLED and PARK.

1. **SLED**: The letters are S, L, E, D.
2. **PARK**: The letters are P, A, R, K.

Now let's look at the pairs of letters presented:

- **EL ~ AR**: E from SLED and A from PARK do not relate; not correct.
- **LS ~ RA**: L from SLED and R from PARK do not relate; not correct.
- **LE ~ RK**: This connects L from SLED with R from PARK but E does not correspond to K; not correct.
- **ED ~ PK**: E from SLED and P from PARK do not relate; not correct.

None of the statements provided (EL ~ AR, LS ~ RA, LE ~ RK, ED ~ PK) are correct if strictly judging under a standard letter correspondence methodology. Therefore, based on typical letter pairing:

- **Correct Assessment**: None of the options accurately represent a valid correlation based on the initial equivalence ◻SLED ~ ◻PARK.

Answer 2

choose one

Answer 3

Based on the pairs provided and the relationship ◻SLED ~ ◻PARK, the correct pairing is:

**ED ~ PK**

This means that the letters E and D from "SLED" correspond to the letters P and K from "PARK." So, "ED" is the correct answer.