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Question #17825

Given an element a in a commutative ring R, let S be the multiplicative set 1 + aR ⊆ R.
Show that a is in rad(S^(−1)R.

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**1.**You receive a prescription written for the patient to take 2 tablets Q 8 hours, dispense 180 tablets**2.**5x-3y=15 as an integer of y**3.**what is 9 and 3/4 - 4 and 1/2 =**4.**Let A is in the set (C^m*m). be hermitian. An eigenvector of A is a nonzero vector X is in the set C**5.**susan is 5 years younger than her sister. the sum of their age is 51. define the variable**6.**Let a,b,c belong (1,infinity) and m,n belong (0,infinity). Prove that log base ((b^m)*(c^n)) a + log**7.**3x-1/4 + x/2 = 3/8

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