If y =root2 +1
The what is ysquare + 1/ysquare
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Answer:
Step-by-step explanation:√x + y =7 (1)
X + √ y = 11 (2)
Subtracting equation (1) from (2)
(x-y)-(√x-√y)=4
(x-y) can be written as (√x-√y)(√x+√y)
Thus
(√x-√y)(√x+√y)-(√x-√y)=4
(√x-√y)(√x+√y-1)=4=1x4=2x2
Since x and y are essentially integers; we have either
√x-√y=2 and √x+√y-1=2
i.e. √x-√y=2 and √x+√y=3 which do not provide integral solutions.
Only alternative
√x-√y=1and √x+√y=5
Add these and we get
2√x=6 OR √x=3 i.e. x=9
Subtracting above
2√y=4 0r y=4
Answered by
1
Find 1/y and add y and 1/y
See tgis pic to understand better
See tgis pic to understand better
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