can we write x2(square) <40 as x<√40
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Answered by
2
No we can't write this given expression as x <√40 its against the rule of inequality..
we know that square on positive and negative number is positive so..
if x^2 <40
=) then - √40 < x < √40
this is correct way of writing..
because there exist two value of x which satisfies the given equation.
from law of inequality..
for any positive number " a "
if. x^2 < a
then. -√a< x <√a
_____________________________
hope it will help u
we know that square on positive and negative number is positive so..
if x^2 <40
=) then - √40 < x < √40
this is correct way of writing..
because there exist two value of x which satisfies the given equation.
from law of inequality..
for any positive number " a "
if. x^2 < a
then. -√a< x <√a
_____________________________
hope it will help u
Answered by
2
Hi,
x² < 40
x² -40 < 0
x(x - 40/x) <0
x<0 || x²< 40
Refer to image after this:
Answer: -√40 < x < +√40
Hope it helps ^_^
x² < 40
x² -40 < 0
x(x - 40/x) <0
x<0 || x²< 40
Refer to image after this:
Answer: -√40 < x < +√40
Hope it helps ^_^
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Anonymous:
nice u used sign sceme....
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