Antimony, Sb, has the atomic number 51. The atomic number is the number of protons in the nuclei of all antimony atoms, so Sb atoms have 51 protons. In a neutral atom, the number of protons equals the number of electrons. So Sb atoms also have 51 electrons. Antimony-121 is an isotope of antimony with a mass number of 121. From the mass number, we can subtract the number of protons and get the number of neutrons in the atoms of the 121Sb isotope, which is 121-51 = 70 neutrons.
Antimony has two stable isotopes: antimony-121 and antimony-123. Antimony-121 has a higher natural abundance at approximately 57.2%, while antimony-123 makes up the remaining abundance at around 42.8%.
The beta decay of Tin-121 results in the transformation of a neutron into a proton, releasing a beta particle (an electron) and an antineutrino. The equation for this decay is: ^121Sn -> ^121Sb + e^- + v̅e
Antimony (symbol Sb) has three isotopes: 121Sb, 123Sb, and 125Sb. The 121 isotope has 70 neutrons, and the 123 isotope has 72 neutrons. The 125 isotope isn't stable and will decay, but it has 74 neutrons.
The element Sb is antimony. Its atomic number is 51, meaning it has 51 protons in its nucleus. The mass number of antimony can vary because it has several isotopes, but the most common isotope has a mass number of 121.
121.760
Antimony-121 at 57.25%, the rest is Antimony-123
Antimony has two stable isotopes: antimony-121 and antimony-123. Antimony-121 has a higher natural abundance at approximately 57.2%, while antimony-123 makes up the remaining abundance at around 42.8%.
The beta decay of Tin-121 results in the transformation of a neutron into a proton, releasing a beta particle (an electron) and an antineutrino. The equation for this decay is: ^121Sn -> ^121Sb + e^- + v̅e
Antimony (symbol Sb) has three isotopes: 121Sb, 123Sb, and 125Sb. The 121 isotope has 70 neutrons, and the 123 isotope has 72 neutrons. The 125 isotope isn't stable and will decay, but it has 74 neutrons.
The element Sb is antimony. Its atomic number is 51, meaning it has 51 protons in its nucleus. The mass number of antimony can vary because it has several isotopes, but the most common isotope has a mass number of 121.
121Sb has 71 neutrons. This can be calculated by subtracting the atomic number of antimony (Sb), which is 51, from the mass number, which is 121.
121 121 121 121
The factors of 121 are: 1, 11, 121
121 km = 121 000 m
The atomic mass of an element is the weighted average of the masses of its isotopes. You know that: Antimony-121 has a mass of 120.9038 u, x% abundance Antimony-123 has a mass of 122.9042 u, y% abundance There are only 2 isotopes for antimony and their percent abundances should add up to 100%. In other words: x% + y% = 100% y = 1-x (percentages written as decimals) So, now let's put everything together. In order to calculate the atomic mass, multiply the percent abundance of an isotope by its atomic mass; then add the product of all the isotopes: (Atomic Mass of Antimony-121)(Percent Abundance of Antimony-121) + (Atomic Mass of Antimony-123)(Percent Abundance of Antimony-123) = Atomic Mass of Element Antimony (120.9038 amu)(x) + (122.9042 amu)(y) = 121.760 amu Replacing 1-x for y gives: (120.9038 amu)(x) + (122.9042 amu)(1-x) = 121.760 amu Solve for x: 120.9038x + 122.9042 -122.9042x = 121.760 amu -2.0040x = -1.1442 x = 0.57096 = 57.096% Solve for y: y = 1 - x y = 1 - 0.57096 = 0.42904 = 42.904%
121 pounds = 8.64285714 stones 121 kilograms = 19.0542384 stones
121 verses that is 121 stanzas