Special Math Symbol Table Type the characters (shown below the symbol on yellow backgrounds) to obtain the indicated symbol.Not EqualGreater than or EqualLess...

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Special Math Symbol Table Type the characters (shown below the symbol on yellow backgrounds) to obtain the indicated symbol.
Not Equal	Greater than or Equal	Less than or Equal	Squared or 2 Exponent	Cubed or 3 Exponent	Deg.	Multiply	Plus or Minus	Square Root
[removed]	[removed]	[removed]	[removed]	[removed]	[removed]	[removed]	[removed]	[removed]
<>	>=	<=	^2	^3	DEG	*	+-	SQR
Be sure to label answers with appropriate units: $12.42, 3 IN, 87 MM, 100 FT², etc. You may also type SQ IN to obtain IN²; SQ FEET or SQ FT to obtain FT²; or CUBIC IN or CU IN to obtain IN³ As a shortcut, type X3 for X³; or Y2 for Y²; also IN2 for IN²; and M3 for M³, etc.

Standard Math Symbols (found directly on keyboard)
Plus Sign	Minus Sign or Subtract Sign	Divide Sign	Equal Sign	Less Than Sign	Greater Than Sign
[removed]	[removed]	[removed]	[removed]	[removed]	[removed]
Note: Do not put period (.) after units, so type TSP (not TSP.) for teaspoon. Type fractions such as 3½ as 3 1/2 or -8¾ as -8 3/4 For answers that are repeating decimals (and no rounding instructions are given), instead of typing 0.33... or 0.66..., use 1/3 or 2/3 (since the fraction form is the most accurate representation of the answer). To represent X⁴, type X4 which will be modified to X^4, where ^ indicates raised to a power. To obtain 2⁸, type 2^8, where "^8" means raised to the 8th power. Always use parentheses around numerators or denominators with two or more terms: For Example: A + B/C is not the same as (A+B)/C

    In a right triangle, the point of concurrency is _____ the triangle.
    a. inside
    b. on
    c. outside
    In an obtuse triangle, the point of concurrency is _____ the
triangle.
    a. inside
    b. on
    c. outside
    In an acute triangle, the point of concurrency is _____ the triangle.
    a. inside
    b. on
    c. outside
    The perpendicular bisectors of a triangle will _____ intersect on 
the triangle.
    a. always
    b. sometimes
    c. never
    The angle bisectors of a traingle will _____ intersect outside the
triangle.
    a. always
    b. sometimes
    c. never
    The medians of an acute triangle will _____ intersect inside the
triangle.
    a. always
    b. sometimes
    c. never
    The medians of an obtuse triangle will _____ intersect on the
triangle.
    a. always
    b. sometimes
    c. never
    The perpendicular bisectors of an obtuse triangle will _____
intersect outside the triangle.
    a. always
    b. sometimes
    c. never
    Referring to the figure, use Hinge Theorem or its converse to
complete the statement:  m∠ADC ? m∠ADB
    a. <
    b. >
    c. =
    Referring to the figure, use Hinge Theorem or its converse to
complete the statement:  AB ? AC
    a. <
    b. >
    c. =
    Referring to the figure, 
line BM ⊥ segment AC and segment AM ≅ segment CM
Find:  CM
    Referring to the Fig. in Question #11, given
line BM is the perpendicular bisector of segment AC.
Because AD = CD = 17, what can you conclude about point D?
    a. D is equidistant from both point A and point C
    b. D is on the ⊥ bis. of segment AC, which is line BM
    c. both A and B
    d. neither A nor B
    Referring to the Fig. in Question #11, given
line BM ⊥ segment AC and segment AM ≅ segment CM.
Find BC.
    Referring to the figure, given the perpendicular bisectors of ΔABC
meet at point D. Find BD
    Referring to the Fig. in Question #14, given the perpendicular bisectors of ΔABC
meet at point D. Find DC
    Referring to the figure, you are given the following information:
V is the centroid of ΔRST. segment SU ⊥ segment RT,
UT = 10, RW = 6.25, SV = 5, and RS = TS.
Find:  ST.
    Referring to the Fig. in Question #16, you are given the following information:
V is the centroid of ΔRST. segment SU ⊥ segment RT,
UT = 10, RW = 6.25, SV = 5, and RS = TS.
Find:  SU.
    Referring to the Fig. in Question #16, you are given the following information:
V is the centroid of ΔRST. segment SU ⊥ segment RT,
UT = 10, RW = 6.25, SV = 5, and RS = TS.
Find:  UV.
    Referring to the Fig. in Question #16, you are given the following information:
V is the centroid of ΔRST. segment SU ⊥ segment RT,
UT = 10, RW = 6.25, SV = 5, and RS = TS.
Find the perimeter of ΔRST.
    Referring to the figure, find the value x.
    Referring to the figure, find the value x.
    Referring to the figure, find the value x.
    Referring to the figure, list the shortest side and longest side
separated by a comma.
    Referring to the figure, list the shortest side and then longest
side separated by a comma.
    Referring to the figure, list the smallest angle and then largest
angle separated by a comma.
    Referring to the figure, list the smallest angle and then largest
angle separated by a comma.

10 years ago
18.05.2016
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other Questions(10)

1	Answer: [removed] In a right triangle, the point of concurrency is _____ the triangle. a. inside b. on c. outside
2	Answer: [removed] In an obtuse triangle, the point of concurrency is _____ the triangle. a. inside b. on c. outside
3	Answer: [removed] In an acute triangle, the point of concurrency is _____ the triangle. a. inside b. on c. outside
4	Answer: [removed] The perpendicular bisectors of a triangle will _____ intersect on the triangle. a. always b. sometimes c. never
5	Answer: [removed] The angle bisectors of a traingle will _____ intersect outside the triangle. a. always b. sometimes c. never
6	Answer: [removed] The medians of an acute triangle will _____ intersect inside the triangle. a. always b. sometimes c. never
7	Answer: [removed] The medians of an obtuse triangle will _____ intersect on the triangle. a. always b. sometimes c. never
8	Answer: [removed] The perpendicular bisectors of an obtuse triangle will _____ intersect outside the triangle. a. always b. sometimes c. never
9	Answer: [removed] Referring to the figure, use Hinge Theorem or its converse to complete the statement: m∠ADC ? m∠ADB a. < b. > c. =
10	Answer: [removed] Referring to the figure, use Hinge Theorem or its converse to complete the statement: AB ? AC a. < b. > c. =
11	Answer: [removed] Referring to the figure, line BM ⊥ segment AC and segment AM ≅ segment CM Find: CM
12	Answer: [removed] Referring to the Fig. in Question #11, given line BM is the perpendicular bisector of segment AC. Because AD = CD = 17, what can you conclude about point D? a. D is equidistant from both point A and point C b. D is on the ⊥ bis. of segment AC, which is line BM c. both A and B d. neither A nor B
13	Answer: [removed] Referring to the Fig. in Question #11, given line BM ⊥ segment AC and segment AM ≅ segment CM. Find BC.
14	Answer: [removed] Referring to the figure, given the perpendicular bisectors of ΔABC meet at point D. Find BD
15	Answer: [removed] Referring to the Fig. in Question #14, given the perpendicular bisectors of ΔABC meet at point D. Find DC
16	Answer: [removed] Referring to the figure, you are given the following information: V is the centroid of ΔRST. segment SU ⊥ segment RT, UT = 10, RW = 6.25, SV = 5, and RS = TS. Find: ST.
17	Answer: [removed] Referring to the Fig. in Question #16, you are given the following information: V is the centroid of ΔRST. segment SU ⊥ segment RT, UT = 10, RW = 6.25, SV = 5, and RS = TS. Find: SU.
18	Answer: [removed] Referring to the Fig. in Question #16, you are given the following information: V is the centroid of ΔRST. segment SU ⊥ segment RT, UT = 10, RW = 6.25, SV = 5, and RS = TS. Find: UV.
19	Answer: [removed] Referring to the Fig. in Question #16, you are given the following information: V is the centroid of ΔRST. segment SU ⊥ segment RT, UT = 10, RW = 6.25, SV = 5, and RS = TS. Find the perimeter of ΔRST.
20	Answer: [removed] Referring to the figure, find the value x.
21	Answer: [removed] Referring to the figure, find the value x.
22	Answer: [removed] Referring to the figure, find the value x.
23	Answer: [removed] Referring to the figure, list the shortest side and longest side separated by a comma.
24	Answer: [removed] Referring to the figure, list the shortest side and then longest side separated by a comma.
25	Answer: [removed] Referring to the figure, list the smallest angle and then largest angle separated by a comma.
26	Answer: [removed] Referring to the figure, list the smallest angle and then largest angle separated by a comma.