Math Problem Solver

4 3/5 + 2 1/5

suppose A c= B and a not equal phi. prove that if B is bounded below, then so is A, and inf A>=inf B

Given triangle

△

A

B

C

△ABC with an area of 10, point

D

D lies on side

B

C

BC such that

B

D

=

3

D

C

BD=3DC, a...

lim 𝑥->−3

(2𝑥−1)*(𝑥^2+1)

aa

Find the internal bisectors of the angles of the triangle whose veryices are (0,0),(0,3),(4,0) and show that they are concurrent

{[(20÷4)+(18−16)]−[(10−8)×(3−2)]}

lim 𝑥->2

(𝑥^2−4) / (𝑥+3)

lim x->2 (x^3-8)/(x-2)