state whether statement is true or false under root a+b = under root a + under root b
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Answered by
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Hello friend
√(a+b) won't be equal to √a+√b
If it is √a×b then that will be equal to √a ×√b
Let me prove it using an example
√9+7=√16=4
If the statement is true then the answer which you get is
√9+7=√9+√7=3+√7=3+2.64(approx value of √7)=5.64
We aren't getting the same answer in both the cases, so the statement is not true
√(a+b) won't be equal to √a+√b
If it is √a×b then that will be equal to √a ×√b
Let me prove it using an example
√9+7=√16=4
If the statement is true then the answer which you get is
√9+7=√9+√7=3+√7=3+2.64(approx value of √7)=5.64
We aren't getting the same answer in both the cases, so the statement is not true
Answered by
0
Under root a+b is not equal to under root a + under root b.
So the statement is false.
Take an example:
Under root 2+ under root 2=2root 2.
But under root 2+2=underroot4=2
Thus they are never the same.
So the statement is false.
Take an example:
Under root 2+ under root 2=2root 2.
But under root 2+2=underroot4=2
Thus they are never the same.
sanam4:
thank u so much God bless you
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