please solve step by step:-
√8÷√5 - √3 = x +√6.
find value of x.
Answers
Answered by
1
hi friend,
→√8/√5-√3
multiplying and dividing with √5+√3 ,we get
→√8(√5+√3)/2
→2√2(√5+√3)/2
→√2(√5+√3)
→√10+√6
by comparing
x=√10
I hope this will help u ;)
→√8/√5-√3
multiplying and dividing with √5+√3 ,we get
→√8(√5+√3)/2
→2√2(√5+√3)/2
→√2(√5+√3)
→√10+√6
by comparing
x=√10
I hope this will help u ;)
Answered by
0
√8/(√5-√3)
Here we have to rationalise denominator,
Rationalising factor=(√5+√3)
So, multiply and divide √5+√3
√8/(√5-√3)×(√5+√3)/(√5+√3)
=√8(√5+√3)/(√5-√3)(√5+√3)
=√40+√24/(√5²-√3²)
=√40+√24/(5-3)
=(√4×10+√4×6)/2
=(2√10+2√6)/2
=2(√10+√6)/2
=√10+√6
Compare √10+√6 and x+√6,
We get x=√10
Hope it helps
Here we have to rationalise denominator,
Rationalising factor=(√5+√3)
So, multiply and divide √5+√3
√8/(√5-√3)×(√5+√3)/(√5+√3)
=√8(√5+√3)/(√5-√3)(√5+√3)
=√40+√24/(√5²-√3²)
=√40+√24/(5-3)
=(√4×10+√4×6)/2
=(2√10+2√6)/2
=2(√10+√6)/2
=√10+√6
Compare √10+√6 and x+√6,
We get x=√10
Hope it helps
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