Asked by ThankYouSoMuch
                The first and second terms of an arithmetic sequence are 50 and 100, respectively.
The first and second terms of a geometric sequence are also 50 and 100,
respectively. The sum of the third terms of these two sequences is:
            
        The first and second terms of a geometric sequence are also 50 and 100,
respectively. The sum of the third terms of these two sequences is:
Answers
                    Answered by
            mathhelper
            
    for the AP, a = 50 d = 50
term3 = 150
for the GP, a = 50, r = 2
term3 = 200
sum of those two terms = 150+200 = 350
    
term3 = 150
for the GP, a = 50, r = 2
term3 = 200
sum of those two terms = 150+200 = 350
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