Geometry help!

[rugged idol]

EXERCISE 3.
The right triangle ABC with the hypotenuse BC = 4 is similar to the triangle A, B, C, W
where one side is equal to 4 and the other side is 2 shorter than the hypotenuse.
Let D be the base of the altitude A D of the triangle ABC and let S be the midpoint of the right triangle.
a) Calculate the length of the segment SD
b) Calculate the length of the perpendicular bisector of sides B, C, belonging to the triangle A, B, G.

[spiral wing]

Can you please draw it out?

Also what do you mean by mid point of right triangle?

Which mid point are you referencing to?

Also show your working and progress if you have any

[rugged idol]

EXERCISE 3.
The right triangle ABC with the hypotenuse BC = 4 is similar to the triangle A1, B1, C1,
where one side is equal to 4 and the other side is 2 shorter than the hypotenuse.
Let D be the base of the altitude A D of the triangle ABC and let S be the midpoint of the right triangle.
a) Calculate the length of the segment SD
b) Calculate the length of the perpendicular bisector of sides B1, C1, belonging to the triangle A1, B1, C1. (edited)

[spiral wing]

LMAO

[rugged idol]

ikr i copied it kinda wrong

[spiral wing]

What do you mean by mid point? Is it the centroid? The orthocentre? What is it

[rugged idol]

ummm idk probably just in the middle of the right triangle

i dont think so its a orthocentre or centroid

theres no info abt it

[spiral wing]

Is it the middle of AD?

Did you translate the problem?

[rugged idol]

YUP cuz im too busy

AND LAZY💀