To determine which electromagnetic wave corresponds to the wavelength \(0.000000000001\) meters (or \(1 \times 10^{-12}\) meters), we can analyze the position of this wavelength within the electromagnetic spectrum.
- Gamma Rays typically have wavelengths less than about \(0.01\) nm (\(1 \times 10^{-11}\) m), and the example given here, \(0.000000000001\) m or \(1 \times 10^{-12}\) m corresponds well within this range.
- X-rays generally range from about \(0.01\) nm to \(10\) nm.
- Ultraviolet light has wavelengths ranging from about \(10\) nm to \(400\) nm.
- Infrared waves range from approximately \(700\) nm to \(1\) mm.
- Microwaves typically range from \(1\) mm to \(1\) m.
- Radio waves have wavelengths greater than \(1\) m.
Since the wavelength of \(0.000000000001\) meters (or \(1 \times 10^{-12}\) m) is significantly smaller than those of X-rays and lies within the gamma ray range, the correct wave to insert for the question mark would be:
Gamma Ray.