Explanation:

The relationship between the numbers in the given pair $453:151$ is that the first number is exactly three times the second number. Mathematically, this can be expressed as $\text{First Number} = 3 \times \text{Second Number}$. For the given pair: $453 = 3 \times 151$. Let's apply this rule to the given options: Option (1) $364:121$: Here, $3 \times 121 = 363$. Since $363 \neq 364$, this option does not follow the pattern. Option (2) $353:117$: Here, $3 \times 117 = 351$. Since $351 \neq 353$, this option does not follow the pattern. Option (3) $313:104$: Here, $3 \times 104 = 312$. Since $312 \neq 313$, this option does not follow the pattern. Option (4) $354:118$: Here, $3 \times 118 = 354$. Since $354 = 354$, this option perfectly matches the established pattern. Therefore, option (4) is the correct answer.