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11.5. Find the locus of points in rhombus ABCD in Fig. 11-16, which are equidistant from (a) AB and AD; (b) AB and (11.1) BC; (c) A and C; (d) B and D; (e) each of the four sides. 11.6. In Fig. 11-17, find the locus of points which are on or inside circle C and (a) 5 units from O (b) 15 units from O (c) Equidistant from circles A and C (d) 10 units from circle C (e) 10 units from circle A (f) 5 units from circle B (g) The center of a circle tangent to circles A and C (11.1 and 11.2)



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500 200 200

Fig. 11-17

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11.7. Determine the locus of the center of (a) a coin rolling around and touching a smaller coin; (b) a coin rolling around and touching a larger coin; (c) a wheel moving between two parallel bars and touching both of them; (d) a wheel moving along a straight metal bar and touching it. (11.2) 11.8. Find the locus of points that are in rectangle ABCD of Fig. 11-18 and the center of a circle (a) Tangent to AD and BC (b) Tangent to AB and CD (c) Tangent to AD and EF (d) Of radius 10, tangent to BC (e) Of radius 20, tangent to AD (f) Tangent to BC at G (11.2)

Fig. 11-18

11.9. Locate each of the following:

(11.4)

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(a) Treasure that is buried 5 ft from a straight fence and equidistant from two given points where the fence meets the ground (b) Points that are 3 ft from a circle whose radius is 2 ft and are equidistant from two lines which are parallel to each other and tangent to the circle (c) A point equidistant from the three vertices of a given triangle (d) A point equidistant from two given points and equidistant from two given parallels (e) Points equidistant from two given intersecting lines and 5 ft from their intersection (f) A point that is equidistant from the sides of an angle and 1 in from their intersection 2 11.10. Locate the point or points which satisfy the following conditions with respect to ^ABC in Fig. 11-19: (a) Equidistant from its sides (b) Equidistant from its vertices (c) Equidistant from A and B and from AB and BC (d) Equidistant from BC and AC and 5 units from C (e) 5 units from B and 10 units from A (11.4)

Close out the Income Summary account. If there is a pro t, the credit made for total income in the rst entry above will exceed the debit made for total expense in the second entry above. Therefore to close out the bal ance to zero, a debit entry will be made to Income Summary. A credit will be made to the capital account to transfer the net income for the period. If expenses exceed income, then a loss has been sustained and a credit will be made to Income Summary and a debit to the capital account. Based on the information given, the entry is: Jan. 31 Income Summary 1,600

Fig. 11-19

Fig. 11-20

11.11. Excluding points lying outside square ABCD in Fig. 11-20, how many points are there that are (a) Equidistant from its vertices (b) Equidistant from its sides (c) 5 units from E and on one of the diagonals (d) 5 units from E and equidistant from AD and BC (e) 5 units from FG and equidistant from AB and CD (f) 20 units from A and 10 units from B 11.12. Prove that the locus of points equidistant from the sides of an angle is the bisector of the angle.

(11.4)

(11.5)

A number line is a line on which distances from a point are marked off in equal units, positively in one direction and negatively in the other. The origin is the zero point from which distances are measured. Figure 12-1 shows a horizontal number line.

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