What is the value of square root of 12√5+2√55
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Answered by
4
Answer :
1)
You are asking the value of √(12√5+2√55) :
√(12√5+2√55)
= √{12√5 + 2√(5 × 11)}
= √{12√5 + 2√5 √11},
since √(a × b) = √a × √b
= √{2√5 (6 + √11)}
2)
Well! I think that if there be mistakes in your, the question be √(12√5 + 2√5).
So, √(12√5 + 2√5)
= √(14√5)
3)
If you are asking the value of (12√5+2√55).
Then,
12√5+2√55
= 12√5 + 2√(5 × 11)
= 12√5 + 2√5 √11
= 2√5 (6 + √11)
4)
If you are asking the value of (12√5 + 2√5).
Now,
12√5 + 2√5
= 14√5
#MarkAsBrainliest
1)
You are asking the value of √(12√5+2√55) :
√(12√5+2√55)
= √{12√5 + 2√(5 × 11)}
= √{12√5 + 2√5 √11},
since √(a × b) = √a × √b
= √{2√5 (6 + √11)}
2)
Well! I think that if there be mistakes in your, the question be √(12√5 + 2√5).
So, √(12√5 + 2√5)
= √(14√5)
3)
If you are asking the value of (12√5+2√55).
Then,
12√5+2√55
= 12√5 + 2√(5 × 11)
= 12√5 + 2√5 √11
= 2√5 (6 + √11)
4)
If you are asking the value of (12√5 + 2√5).
Now,
12√5 + 2√5
= 14√5
#MarkAsBrainliest
JinKazama1:
Final Answer is 5^1/4 ( √11 + 1)
Answered by
0
Here is your answer
=√[12√5+2√55]
=√[(12x2.236)+(2x7.41)]
=√[26.83+14.82]
=√41.65
=6.45
=√[12√5+2√55]
=√[(12x2.236)+(2x7.41)]
=√[26.83+14.82]
=√41.65
=6.45
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