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let four consecutive numbers a,b,c,d
given a+b+c+d=32 ..........(1)
again given a×d:b×c=7:15 ......(2)
a,b,c,d are in A.P
let first term is A and common difference is D then
a=A-3D, b=A-D ,c=A+D, d=A+3D
from equation (1)
4A=32
A=8
from equation (2)
(A-3D)×(A+3D)/(A-D)×(A+D)=7/15
A^2-9D^2/A^2-D^2=7/15
D=2
hence a=2, b=6 ,c=10 ,d=14 Answer
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