Find three nos in ap whose sum is 21 and product is 315
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Answer:
a=5,b=7,c=9
Step-by-step explanation:
a+b+c=21
a×b×c=315
then a,b,c=?
Given,that the numbers are in arthemetic progression
so, a+(2+a)+(4+a)=21
3a+6=21
3a=15
a=5
b=2+a=5+2=7
c=4+a=4+5=9
Check:-
(a+b+c=21)
5+7+9=21
a×b×c=315
5×7×9=315
So,the question is solved
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