√√√√(2)³ Find the value
Answers
Answered by
2
We know that, the value of √ is 1/2 = 0.5
Now, the given equation is √√√√(2)³
Solution:
√√√√(2)³ = √√√√2x2x2
= √√√√8
= √√√8 ⁰·⁵
= √√ (8 ⁰·⁵ ) ⁰·⁵
= √√ 8 ⁰·²⁵
= √ ( 8 ⁰·²⁵ ) ⁰·⁵
= √ 8 ⁰·¹²⁵
= (8 ⁰·¹²⁵ ) ⁰·⁵
= 8 ⁰
= 1
This is the answer to the given question. Hope it will help. Thanks.
Now, the given equation is √√√√(2)³
Solution:
√√√√(2)³ = √√√√2x2x2
= √√√√8
= √√√8 ⁰·⁵
= √√ (8 ⁰·⁵ ) ⁰·⁵
= √√ 8 ⁰·²⁵
= √ ( 8 ⁰·²⁵ ) ⁰·⁵
= √ 8 ⁰·¹²⁵
= (8 ⁰·¹²⁵ ) ⁰·⁵
= 8 ⁰
= 1
This is the answer to the given question. Hope it will help. Thanks.
Answered by
0
Step-by-step explanation:
±2
x=3+2
2
x
1
=
3+2
2
1
×
3−2
2
3−2
2
=3−2
2
(
x
−
2
1
)
2
=x+
x
1
−2
=3+2
2
+3−2
2
−2=4
So,
x
−
x
1
=
4
=±2 Ans
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