Question

Line AB is tangent to . If AO = 48 and BC = 100, what is AB?
The diagram is not drawn to scale. PLEASE HELP :(

Answer 1

Can you help me please?

Answer 2

@FutureMathProfessor

Answer 3

@Dwreck AO=Radius and CO is also radius.
so AO=CO=radius
and AO=48 units
So, CO=48 units

Answer 4

ok... got it @Dwreck

Answer 5

THank you so much!

Answer 6

what is the value of BC???

Answer 7

@Dwreck

Answer 8

Oh wait, do I add them up?

Answer 9

yeah!! please

Answer 10

96

Answer 11

you are wrong!!!
BC+CO=????

Answer 12

@Dwreck

Answer 13

Umm

Answer 14

can you add them up(BC+CO)???

Answer 15

148??

Answer 16

correct

Answer 17

YES

Answer 18

then BO=148 unit

Answer 19

correct

Answer 20

That's the answer?!

Answer 21

no

Answer 22

Oh..

Answer 23

by using phythagoreas theorem,
\[\huge AB^2+AO^2=BO^2\]
\[\huge AB^2+48^2=148^2\]
\[\huge AB^2=148^2-48^2\]
can you solve it??? @Dwreck

Answer 24

140?!?!?!

Answer 25

I have another question if that's okay...

Answer 26

you are correct!! @Dwreck

Answer 27

@Dwreck please ask!! If i can help, its great

Answer 28

Find x. The figure is not drawn to scale.

Answer 29

can you write full question???

Answer 30

A. 106°
B. 26.5°
C. 53°
D. 37°

Answer 31

@Dwreck can you write the whole problem statement???

Answer 32

That's all it shows :/