find 3 numbers in an AP whose sum and product is 6
Anonymous:
3,2 and 1
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Answered by
3
Answer:
Step-by-step explanation:
1,2,3
1+2+3=6
1*2*3=6
Answered by
2
lets say it first term is =( a- d)
2nd term is (a)
and 3rd term is (a + d)
sum is 6 so
a-d + a +a + d = 6
3a =6
a = 2
product is 6 so
(a-d)(a)(a+d) =6
putting a= 2
(2-d)(2+d) = 6/2
4-d^2 = 3
d^2 = 1
d = +1 and d = -1
so for d = -1
numbers are
(2-(-1)), (2 ) , (2 -1)
3, 2 , 1
for d =1
(2-1), (2), (2+1)
1, 2,3
please mark it as brainliest if possible
2nd term is (a)
and 3rd term is (a + d)
sum is 6 so
a-d + a +a + d = 6
3a =6
a = 2
product is 6 so
(a-d)(a)(a+d) =6
putting a= 2
(2-d)(2+d) = 6/2
4-d^2 = 3
d^2 = 1
d = +1 and d = -1
so for d = -1
numbers are
(2-(-1)), (2 ) , (2 -1)
3, 2 , 1
for d =1
(2-1), (2), (2+1)
1, 2,3
please mark it as brainliest if possible
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