Answer:
Chord UV = 5
Explanation:
Recall that Theorem of congruent chords relating to their arcs states that the intercepted arcs of two chords are congruent if the two chords are of the same length.
The converse of this theorem states that if two intercepted arcs of two corresponding chords are congruent, then the two chords are congruent to each other.
Let's apply the converse of this theorem to the problem given.
We are given that the intercepted arcs of chord UV and chord UT are 34° each.
Therefore, chord UV must be congruent to chord UT.
Since chord UT = 5
Therefore, chord UV = 5
If we know that 180-5=128 that means that that equation must be equal to 128.
(2^3x+1)=128
By putting 128 into exponential form with a base of 2 you get 2^7:
(2^3x+1)=2^7
Since these have the same bases we can set the exponents equal to 7. This will give us an exponent of 3x+1=7. By Subtracting across and dividing by 3 you get:
3x=6 to 3/3x = 6/2
This gives us a final answer of:
x=2
Answer:
I believe its true but not 100% sure.
Explanation: