Square Root of Sixty Four
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15 and 24, respectively.
r + s = 4 and 2r + 3s = 8 multiply the first equation by 2 giving 2r + 2s = 8 subtract this from the second equation giving s = 0 So r = 4 and s = 0.
r-t-s
12 = 4 tops + 4 downs + 4 aroundSF6, Sulfur hexafluorine: it is an S-centered octaedralform with 6 F at the 6 corners
Frank is 24. Sue is 8 and John is 9. F = 3S F = J + 15 S = J - 1 Where F is Frank's age, S is Sue's age, and J is John's age. You can substitute J - 1 for S in the first equation: F = 3(J - 1) Then replace F with the expression from the second equation: J + 15 = 3(J - 1) 2J = 18 J = 9 S = 8 F = 24 --- You could also put both expressions in terms of the smallest value, S F = 3S F = 15 + (S +1) 3S = 16 + S 2S = 16 S = 8 F = 24