10.6-self note i’m so sorry if asking for 2 answers is too much, it’s all part of my homework how do i solve/what are the answers to these 2 questions? “AB is tangent to circles P and Q below. If AP=5, AZ= x+4, BZ=x, and BQ= 3, determine the length of PZ in the SIMPLEST RADICAL form” “in the diagram above AC and AD are tangent to circle B at Points C and D, respectively. if CB=4 and AE=8 determine the length of AC in the SIMPLEST RADICAL form”
10.6-self note i’m so sorry if asking for 2 answers is too much, it’s all part of my homework how do i solve/what are the answers to these 2 questions? “AB is tangent to circles P and Q below. If AP=5, AZ= x+4, BZ=x, and BQ= 3, determine the length of PZ in the SIMPLEST RADICAL form” “in the diagram above AC and AD are tangent to circle B at Points C and D, respectively. if CB=4 and AE=8 determine the length of AC in the SIMPLEST RADICAL form”
10.6-self note i’m so sorry if asking for 2 answers is too much, it’s all part of my homework how do i solve/what are the answers to these 2 questions? “AB is tangent to circles P and Q below. If AP=5, AZ= x+4, BZ=x, and BQ= 3, determine the length of PZ in the SIMPLEST RADICAL form” “in the diagram above AC and AD are tangent to circle B at Points C and D, respectively. if CB=4 and AE=8 determine the length of AC in the SIMPLEST RADICAL form”
10.6-self note
i’m so sorry if asking for 2 answers is too much, it’s all part of my homework
how do i solve/what are the answers to these 2 questions?
“AB is tangent to circles P and Q below. If AP=5, AZ= x+4, BZ=x, and BQ= 3, determine the length of PZ in the SIMPLEST RADICAL form”
“in the diagram above AC and AD are tangent to circle B at Points C and D, respectively. if CB=4 and AE=8 determine the length of AC in the SIMPLEST RADICAL form”
Transcribed Image Text:3
B.
AB is tangent to circles P and Q below. If AP=5, AZ=x+4, BZ=x, and BQ=3. Det
Transcribed Image Text:E
In the diagram above, AC and AD are tangent to circle B at points Ca
simplest radical form.
Two-dimensional figure measured in terms of radius. It is formed by a set of points that are at a constant or fixed distance from a fixed point in the center of the plane. The parts of the circle are circumference, radius, diameter, chord, tangent, secant, arc of a circle, and segment in a circle.
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