Prove that the space (ℝ, ℳ, ), where is the lebesque measure is complete. (5 marks)
80:20 in its simplest form
>A transformation under the rule (x,y) -> (3x, -2y) find the equation of the image y = x^2 + x+ 2
4+(7-3s)(9-4s)-12s²-6=-29,2
Find the bilinear transformation which maps the points -1,0,1 of the Z
plane into the points -1,-i,1 of the w plane respectively
4x + 2y=16
18x -10y=40
Solve by subsitution
20*3.6= □\sqrt{\Box}□ ∫□□(□)d□\int_{\Box}^{\Box}(\Box) d\Box∫□□(□)d□ [abcd]\begin{bmatrix} a & b \\\\ c & d \end{bmatrix}acbd ∞\infty∞ □□\frac{\Box}{\Box}□□...
A number is multiplied by 20% of itself, the sum is then doubled. If the final value is 490, find the
number.
a) 35
b) 40
...
14^3/2
3xX2yX2
