***5= 6n/ a² + 3***
make n the subject
2*2³ + 3*2 4²
14=3x+2
0.8096X + 0.6093Y = 2795
X + Y = 3940
x⁴
507742
2379313
1629937
767603
4758626
3259874
19296874
21673070
[ y’ = \frac{338 - 2x^2}{\sqrt{338 - x^2}} ],
two numbers when multiplied equals to 32
if the difference of the 2 numbers is 4 and x represents the larger number
show that there are infinitely vectors in R³ with Euclidean norm 1 whose Euclidean inner product with (1,-3,5).
