What is a^1=3,n=4,d=2 ?

The solution to a^1=3,n=4,d=2 is

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a^1=3,n=4,d=2

a^{1} = 3, n = 4, d = 2

(a = 3, d = 2, n = 4)

Solution steps

a^{1} = 3 n = 4 d = 2

Isolate

a

for

a^{1} = 3 : a = 3

n = 4, d = 2 : d = 2, n = 4

Verify solutions by plugging them into the original equations

Therefore, the final solution for

a^{1} = 3, n = 4, d = 2

(a = 3, d = 2, n = 4)

d = - 2, a = 5

2 x - 5 y = 1, 8 - x + 6 y = - 16

x = - y, y = 0

f (x) = \frac{1}{3} x - 1, f (x) = 9

6 x + y = 31, 3 x + y = 16