if 19 A.M's inserted in between 1/4 and -9 3/4 then common difference is
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Answered by
2
Answer:
`(2pq)/(a)`
2apq
`2ap^(2)q^(2)`
none of these
Answer
B
Solution
Let x and y be two positive numbers.
Since a is the single A.M. between a and y
`:." "a=(x+y)/(2)`
It is given that p and q are two geometric means between x and y. Then,
x,p,q,y are in G.P. with common ratio r given by `r=(yx)^(1//3)`
`:." "p=xr=x^(2//3)y^(1//3)andq=xr^(2)=x^(1//3)y^(2//3)`
`rArr" "p^(3)+q^(3)=x^(2)y+xy^(2)=xy(x+y)=2axy=2a pq`
Step-by-step explanation:
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Answered by
4
Answer:
sorry thodi mistake ho gayi,
2021( sin²+cos²)=2021×1=2021
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