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Tangents to Circles - Find Segment Length
Contribució de: Potter
90

Find the segment length indicated. Assume that lines which appear to be

tangent are tangent.

Calculate the value for ?.
Tangent to Circles - Find Segment Length
Hypotenuse
Answer (round to nearest tenth): X =
  9.12 + x2 = 10.92
-9.12            -9.12
x2 = 10.99.12
Tips for solving for angles:•Identify the hypotenuse.•Use Pythagoreans theorem.Sometimes only a part of a segment  needs to be calculated.
x2 = 10.99.12
x2 = 118.81 - 82.81
x2 = 36
x = 6.0
Hypotenuse(call it "c")
Calculate the value for ? which is only PART of the hypotenuse.

Find the segment length indicated. Assume that lines which appear to be

tangent are tangent.

Tangent to Circles - Find Segment Length
Tricky: Only a part of the segment needs to be calculated.
90
Answer (round to nearest tenth): X =
9.92 + 13.22 = c298.01 + 174.24 = c2
272.25 = c2 16.5 = c
Tips for solving for angles:•Identify the hypotenuse.•Use Pythagoreans theorem.Sometimes only a part of a segment  needs to be calculated.
Tricky Part:
x = c - radius
x = 16.5 - 9.9
x = 6.6

Find the segment length indicated. Assume that lines which appear to be

tangent are tangent.

Calculate the value for ?.
Hypotenuse
90
Tangent to Circles - Find Segment Length
Answer (round to nearest tenth): X =
Tips for solving for angles:•Identify the hypotenuse.•Use Pythagoreans theorem.Sometimes only a part of a segment  needs to be calculated.
Hypotenuse

Find the segment length indicated. Assume that lines which appear to be

tangent are tangent.

Calculate the value for ?.
90
Tangent to Circles - Find Segment Length
Answer (round to nearest tenth): X =
Tips for solving for angles:•Identify the hypotenuse.•Use Pythagoreans theorem.Sometimes only a part of a segment  needs to be calculated.

Find the segment length indicated. Assume that lines which appear to be

tangent are tangent.

Calculate the value for ?.
90
Tangent to Circles - Find Segment Length
Hypotenuse
Answer (round to nearest tenth): X =
Tips for solving for angles:•Identify the hypotenuse.•Use Pythagoreans theorem.Sometimes only a part of a segment  needs to be calculated.

Find the segment length indicated. Assume that lines which appear to be

tangent are tangent.

Hypotenuse
Calculate the value for ?.
90
Tangent to Circles - Find Segment Length
Answer (round to nearest tenth): X =
Tips for solving for angles:•Identify the hypotenuse.•Use Pythagoreans theorem.Sometimes only a part of a segment  needs to be calculated.
Hypotenuse(call it "c")
Calculate the value for ? which is only PART of the hypotenuse.

Find the segment length indicated. Assume that lines which appear to be

tangent are tangent.

Tangent to Circles - Find Segment Length
Tricky: Only a part of the segment needs to be calculated.
90
Answer (round to nearest tenth): X =
Tips for solving for angles:•Identify the hypotenuse.•Use Pythagoreans theorem.Sometimes only a part of a segment  needs to be calculated.
Dont forget the....Tricky Part:
Hypotenuse(call it "c")
Calculate the value for ? which is only PART of the hypotenuse.

Find the segment length indicated. Assume that lines which appear to be

tangent are tangent.

Tangent to Circles - Find Segment Length
Tricky: Only a part of the segment needs to be calculated.
90
Answer (round to nearest tenth): X =
Tips for solving for angles:•Identify the hypotenuse.•Use Pythagoreans theorem.Sometimes only a part of a segment  needs to be calculated.
Dont forget the....Tricky Part:
90

Find the segment length indicated. Assume that lines which appear to be

tangent are tangent.

Calculate the value for ?.
Tangent to Circles - Find Segment Length
Hypotenuse is 12.5
Answer (round to nearest tenth): X =
Tips for solving for angles:•Identify the hypotenuse.•Use Pythagoreans theorem.Sometimes only a part of a segment  needs to be calculated.

Find the segment length indicated. Assume that lines which appear to be

tangent are tangent.

Calculate the value for ?.
Tangent to Circles - Find Segment Length
90
Answer (round to nearest tenth): X =
Tips for solving for angles:•Identify the hypotenuse.•Use Pythagoreans theorem.Sometimes only a part of a segment  needs to be calculated.
Side
(call it "a")
Calculate the value for ? which is only PART of the side.

Find the segment length indicated. Assume that lines which appear to be

tangent are tangent.

90
Tangent to Circles - Find Segment Length
Tricky: Only a part of the segment needs to be calculated.
Hypotenuse
Answer (round to nearest tenth): X =
Tips for solving for angles:•Identify the hypotenuse.•Use Pythagoreans theorem.Sometimes only a part of a segment  needs to be calculated.
Dont forget the....Tricky Part:
Hypotenuse
is 7.0

Find the segment length indicated. Assume that lines which appear to be

tangent are tangent.

Calculate the value for ?.
Tangent to Circles - Find Segment Length
Answer (round to nearest tenth): X =
90
Tips for solving for angles:•Identify the hypotenuse.•Use Pythagoreans theorem.Sometimes only a part of a segment  needs to be calculated.
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