Not all tiles will be usedidentify the element present in each star based on the gaps observed in wavelengths of its light refer to this table containing absorption wavelengths (in nm) of several different elements the table ishelium 447, 502 ,587 ,668carbon 427 ,515, 600 ,678sulfur 425, 565, 639, 675xenon 484, 590, 687calcium 429 ,527, 593, 645silver 421 ,521, 662

Explanation:

Every element when heated, will show an emission spectrum. If it is surrounded by a colder element, the observer will see an absorption spectrum. The stars show us an absorption spectrum as the hotter core is surrounded by relatively cooler outer layers.

Here, to find which element is present inside which star, we just need to match the spectrum of elements with that of the stars. The missing lines in the spectrum of stars are actually that of the element present in the stars.

For star 1, the missing lines are roughly at the wavelength of 450, 500, 590, 670 nm. It implies that Helium is present in the star as its wavelength matches with that of the star 1.

Similarly, for star 2, the missing lines are roughly at the wavelength of 425, 560, 640 and 670 nm. It implies that Sulfur is present in this star as its wavelength matches with that of the the star 2.

Similarly, for star 3, the missing lines are roughly at the wavelength of 430, 510, 600 and 680 nm. It implies that Carbon is present in this star as its wavelength matches with that of the the star 3.

d they tend to lose electrons and become cations.

explanation:

i believe the answer would be:

d. violin, clarinet, french horn, and tuba