Which of the following is irrational?(1 point) Responses 52.781654292 52.781654292 3.6363636363636363... 3.6363636363636363... −7837 negative 7 Start Fraction 8 over 37 End Fraction 3√4

To determine which of the given numbers is irrational, let's analyze each option:

1. **52.781654292** - This is a finite decimal, and all finite decimals are rational numbers.

2. **3.6363636363636363...** - This is a repeating decimal (the "63" repeats indefinitely), and repeating decimals are also rational numbers.

3. **-7837** - This is an integer, which is a rational number.

4. **Start Fraction 8 over 37 End Fraction (8/37)** - This is a fraction, and all fractions (where the numerator and denominator are integers) are rational numbers.

5. **3√4** - The expression \( 3\sqrt{4} \) equals \( 3 \times 2 = 6 \), which is a rational number.

Since all the options listed are rational numbers, it seems that there may have been an expectation of an irrational number among them, but based on the provided selections, **none of the numbers listed are irrational**.

If you intended to include another number or meant to identify an irrational number, please provide that information!