Question

. In a rectangle UVWX, diagonals intersect
at A. If VA = (3y - 4) and AX = (7y - 40), then
the value of y is
​

Answer 1

Step-by-step explanation:

let Lenght be 2cm and breadth be 1cm

then diagonal = √5cm

ATQ,

VX is diagonal =√5cm

so, VX= VA+AX

√5=(3y-4) + (7y-40)

√5=10y-44

y=(√5+44)/10