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i agree with joseph. 2n square is larger than the other values, so i agree with him.

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Let n be 2
Joseph's statement:
2 X (n X n) = 2 X (2 X 2)
= 8
Paul's statement:
2 + n = 2 + 2
= 4
Antony's statement:
2 X n = 2 X 2
= 4

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2n square is 2×N×2 which is greater than 2+N and 2×N

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2n square is 2n x 2n so assuming that n is 3, the answer would be 36. 2 +n would be 5 and 2n would be 6. So 2n square is the largest

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I agree with joseph. When you square a number, the number is usually the biggest number.

Assuming:
if n = 3
the answer would be (2×3)² which will give you 36

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 I agree with Joseph as he's is correct, if n were to be 2, 2n² would be 16, 2+n would be 4 and 2n would also 4

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 I agree with Joseph as he's is correct, if n were to be 2, 2n² would be 16, 2+n would be 4 and 2n would also 4

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Deon

And 16 and is bigger than 2 4s

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I agree because:
N=3
2+3=5
N=3
2x3=6
N=3
(2x3)2=36

Therefore 2n2 is the largest

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if n=2,   with this 2n² is the largest

2n: 2×2=4

2+n: 2+2=4

2n²: 2×2=4 4×2=8

if n=3

2n: 2×3=6

2+n: 2+3=5

2n²: 3×3=9 9×2=18

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I agree with Joseph that 2n^2 is the largest.
For exaple, if n=2, then

2n^2 = 2*2*2 = 8
2n = 2*2 = 4
2+n = 2+2 = 4

Unless n=1, where 2n^2 will not be the largest.

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Usually, 2n^2 is the largest. if n is 5, 2n^2 is 50, 2n is 10 and 2+n is 7.
But when it comes to numbers lesser than 1, eg. 0.5, 2+n is bigger. if n is 0.5, 2n^2 is 0.5, 2+n is 2.5 and 2n is 1.

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I agree with Joseph that 2n^2 is the largest. If n=2, then

2n^2=2x2x2=8

2+2=4

2n=2x2=4

So, 2n^2 is the largest, unless n=1.

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Assume n=1
I agree as 2n2 =4n
and  2+n = 3
and two n would be 2
so 2n2 is the largest

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I agree with Joseph that 2n² is the largest. If n = 2, then

2n = 2 x 2
= 4

2+n = 2 + 2
= 4

2n² = 2 x 2²
= 2 x 4
= 8

The only case where 2n² is not the largest is when n = 1.

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I agree with Joseph tha+t 2n² is the largest, 2n² is 2xnxn. n can be any number except for 1. If n=1, 2x1x1=2<2+1

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I agree with Joseph that 2n^2 is the largest (most of the time).
Assuming that n=2,
2 x 2^2 is 2 x 4 which gives us 8.
Comparing to the others, 2+2 is 4, whereas 2(2) is  4, which makes 2n^2 largest.
Now assuming n=3,
2 x 3^2 would gives us 2 x 9, which gives 18.
Compared to the others, 2+3 is 5, and 2(3) is 6.
The only exception is when n=1, in which 2n^2 is 2.
In that situation, 2+n would be largest, since 2+1 is 3, which makes it so that 2n^2 is always the largest EXCEPT when n = 1.