Math, asked by techshah0020, 10 months ago

Column11
Column
(A) Number of the values of n for which n4 - 20n2 + 4 is a prime number (nis ®) 5
natural)
(B) In an equilateral triangle of side 2V3, the length of its altitude is
(c)
If a b.CER such that a + b + c = 20, a + 2b + 3e = 16, then a + 3b + 5c is
(R) 3
Igreater than
aya
2
(D)
Area of equilateral triangle inscribed in a circle of radius ris
b
(S) 2
then ab is greater than
IDIO​

Answers

Answered by wwwanfalsuriya7860
0

Column11

Column

(A) Number of the values of n for which n4 - 20n2 + 4 is a prime number (nis ®) 5

natural)

(B) In an equilateral triangle of side 2V3, the length of its altitude is

(c)

If a b.CER such that a + b + c = 20, a + 2b + 3e = 16, then a + 3b + 5c is

(R) 3

Igreater than

aya

2

(D)

Area of equilateral triangle inscribed in a circle of radius ris

b

(S) 2

then ab is greater thanColumn11

Column

(A) Number of the values of n for which n4 - 20n2 + 4 is a prime number (nis ®) 5

natural)

(B) In an equilateral triangle of side 2V3, the length of its altitude is

(c)

If a b.CER such that a + b + c = 20, a + 2b + 3e = 16, then a + 3b + 5c is

(R) 3

Igreater than

aya

2

(D)

Area of equilateral triangle inscribed in a circle of radius ris

b

(S) 2

then ab is greater thanColumn11

Column

(A) Number of the values of n for which n4 - 20n2 + 4 is a prime number (nis ®) 5

natural)

(B) In an equilateral triangle of side 2V3, the length of its altitude is

(c)

If a b.CER such that a + b + c = 20, a + 2b + 3e = 16, then a + 3b + 5c is

(R) 3

Igreater than

aya

2

(D)

Area of equilateral triangle inscribed in a circle of radius ris

b

(S) 2

then ab is greater thanColumn11

Column

(A) Number of the values of n for which n4 - 20n2 + 4 is a prime number (nis ®) 5

natural)

(B) In an equilateral triangle of side 2V3, the length of its altitude is

(c)

If a b.CER such that a + b + c = 20, a + 2b + 3e = 16, then a + 3b + 5c is

(R) 3

Igreater than

aya

2

(D)

Area of equilateral triangle inscribed in a circle of radius ris

b

(S) 2

then ab is greater than

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