Mathematics

Mathematics, 30.09.2019 17:30, aly02

Which of the following statements are true about the line y = mx + b?

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Mathematics, 14.07.2019 01:30, AreYouMyNewDad

Aline passes through the point (-3,0) and (3, 0). which of the following statements is true? the line is a horizontal line. the line is a vertical line. the line has an undefined slope. the line is the y-axis.

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Mathematics, 09.10.2019 11:30, heiddy0122

With 25 ! given a∥b , and c is not parallel to a or b, which statements must be true? select each correct answer. m∠7=m∠10 m∠4=m∠8 m∠8=m∠9 m∠2=m∠7 2.in this figure, ab∥cd and m∠3=120°. what is m∠6? wo supporting reasons are missing from the proof. complete the proof by dragging and dropping the appropriate reasons into each of the empty boxes. given: m∥nm∠1=120° prove: m∠6=60° the figure shows what appear to be parallel lines n and m rising from left to right with line m above line n. line p rises slightly from left to right first intersecting line n, then line m. the angles formed by the intersection of lines p and m are numbered from 1 through 4 in a clockwise direction starting with angle 1 which is located above line m and to the left of line p. the angles formed by the intersection of lines p and n are numbered 5 through 8 in a clockwise direction with angle 5 above line n and to the left of line p. statements reasons m∥nm∠1=120° given ∠5≅∠1 m∠5=m∠1 angle congruence postulate m∠5=120° substitution property of equality m∠6+m∠5=180° m∠6+120°=180° substitution property of equality m∠6=60° subtraction property of equality

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Mathematics, 15.10.2019 08:30, StateChamps

"line n ‖ line bc. which statements about the figure must be true? choose all answers that are correct. a. m∠1 = 94° b. m∠2 = 48° c. m∠3 = 38° d. m∠1 + m∠2 + m∠3 = 360°"

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Computers and Technology, 25.10.2019 23:43, madelinemg02

Void printnum(int num) //line 1 { //line 2 if (n < 0) //line 3 cout < < "num is negative" < < endl; //line 4 else if (num == 0) //line 5 cout < < "num is zero" < < endl; //line 6 else //line 7 { //line 8 cout < < num < < " "; //line 9 printnum(num – 1); //line 10 } //line 11 } //line 12 consider the accompanying definition of a recursive function. which of the statements represent the base case? (a)-statements in lines 3 and 4 (b)-statements in lines 5-10 (c)-statements in lines 3-6 (d)-statements in lines 5 and 6

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