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x = 3

(1)

So 2 possible triplets

3,4,5

2,3,4

1,2,3 is not possible as 2 = 3-1

Insufficient

(2)

Insufficient

(1) + (2)

It's not a pythagorean triplet from (2)

so 2,3,4

Answer - C
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Concept: If a,b,c are the measurements of 3 sides of a triangle. Then measurement of b will be considering a<b<c

c-a < b < c+b .

Since x = 3

a gives 2,3,4 and 3,4,5. Not sufficient.

b still the sides can be 3,5,7 or 2,3,4 etc. Not sufficient.

a+b means 3,4,5 is not the measurements.It is 2,3,4.

Hence C.
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1. Not sufficient

as the sides could be anyone of this combination 3,4,5 or 2,3,4

2. Not sufficient
not a right angled triangle

together we can eliminate the 2,3,4

Sufficient

Answer is C.
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C

x=3(given)
1) three possibilities:
1,2,3(this is not a possible triangle as 1+2=3 not >3)
2,3,4
3,4,5(right angled)

2)not a right angled.insuff ok its not right angled..but we ddont know other 2 sides

1+2

only one case 2,3,4

so ans is C
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so if it i s 2-3-4 pair, what is the area? 2*3/ 2 ? Bunuel can you help?
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alpham
so if it i s 2-3-4 pair, what is the area? 2*3/ 2 ? Bunuel can you help?

It is not a right angled triangle so we cannot use it directly
Instead when three sides of a triangle are known
the area of a triangle whose sides have lengths a, b, and c is

the area pf a trainagle A = sqrt{s(s-a)(s-b)(s-c)},
where s is the semiperimeter of the triangle; that is,
s=(a+b+c)/2
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in this case as s=9/2
Area=sqrt(9/2*5*2*3/2*1/2)
=3/4*sqrt(15)
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AnkitK
triangle A has one side of lenght x. if x^4=81 what is the perimeter of triangle A?
1.Triangle A has sides whose lengths are consecutive integers
2.Triangle A is not a right triangle.

What i want to know is what exactly does it mean to say Triangle A is not a Rt triangle in context to question above,It is not making sense to me.

\(x^4\) = 81 --> x=3

stmt 1 - two possibilities {2,3,4} or {3,4,5} --> Insuff.
stmt 2 - Many possibilities --> Insuff

1 &2 only {2,3,4} possible --> Suff --> Ans is C
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I'm seeing answers that treat {2,3,4} & {3,4,5} as the only possibilities, but nowhere in the question does it mention that the lengths of the triangle have to be integers. Could someone clarify why then we can't consider triangles such as {2.1,3,3.5}...?

Sorry. My bad. Did not notice the word "integer" in Statement 1.
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AnkitK
triangle A has one side of lenght x. if x^4=81 what is the perimeter of triangle A?
1.Triangle A has sides whose lengths are consecutive integers
2.Triangle A is not a right triangle.


It is given that x=3 and perimeter is to be calculated

(1) possible triangles are
2,3,4 or 3,4,5 . Insufficient

(2) Triangle is not right angles. No further information. Insufficient

(1)+(2) triangle 3,4,5 is not possible. Only triangle 2,3,4 is possible. sufficient

C is correct.
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can you show calculation on how we reached at 3
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chavi
can you show calculation on how we reached at 3
Root over (x^8) = 81
x^(8/2) = 81
x^4 = 81
x = 3
This is the way x=3 can be found.
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[quote="gmat1220"]The answer is E.

S1 says that the sides are consecutive integers and one of the side is 4. There can be three possibilities
3,4,5
2,3,4
1,2,3
Clearly insufficient

S2 says that triangle A is not a right angle. I still have two cases i.e. 2,3,4 and 1,2,3. Clearly insufficient

Combining 1) and 2) two cases are left. Answer E

PS : I think the question is not making any sense. :o It something like - the values of a,b,c are given and suddenly the question is asking x+y+z


How did we exclude 1,2,3 as a possibility
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