Can you help me with my Geometry homework?
I need an answer for a sequence by using inductive reasoning. The sequence is: George, Thomas, Abe, Alexander... I also need help with another one. The sequence is: Martha, Abagail, Martha, Dolley... Please help.
Can someone help me on my geometry homework?
(Wherever there is an = sign it means "congruent") 1) Angle ABF = Angle DEC Proof: Given 2) ACDF is a parallelogram Proof: Given 3) Line AF = Line CD Proof: If a parallelogram then opposite sides congruent (SIDE) 4) Angle FAB = Angle CDE Proof: If a parallelogram then opposite angles congruent (SIDE) 5) Angle AFB = Angle DCE Proof: No Choice Theorem (If two angles of one triangle are congruent to two angles of a second triangle, then the third angles are congruent) -- (ANGLE) 6) Triangle AFB = Triangle CDE Proof: Angle Side Angle (ASA) 7) Line AB = Line DE Proof: CPCTC
Can someone please help me with my geometry homework?
I don't understand how to do this problem. Suppose you receive a raise at work. you can calculate your percent increase by using the pay raise formula c(r+1)=n, where c is your current wage (in dollars per hour), r is your percent increase (as a decimal), and n is your new wage (in dollars per hour). Solve the formula for r and write a reason for each step. I appreciate it. thank you sooo much! :D
Please help me with my geometry homework?
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Can you help me with my Geometry homework please?!?
I need help with these 2 multiple choice questions: 1.Find a counter-example to show that the conjecture is false. Conjecture: Any number that is divisible by 4 is also divisible by 8 a. 12 b. 40 c. 26 d. 24 2. Find a counter-example to show that the conjecture is false. Conjecture: Any number that is divisible by 3 is also divisible by 6 a. 21 b. 12 c. 18 d. 24
Can you help me with my Geometry homework please?
Help? or the answer? Help: For a square: Perimeter = 4s Area = s² If the perimeter is 72 inches, you would need to find out what only one side is. Since a square is a equal quadrangle. You can divide the Perimeter by four to find the length of a side (s) Once you have the side length, plug the value in for the area. Answer: Perimeter = 72in 72in/4 = s s² = Area s=18in 18in² = Area
I need help with my Geometry homework? Constructing perpendicular and angle bisectors...?
_______________________________ Rather than trying to talk you through constructing the triangles with the bisectors, which would be quite difficult to do, let me talk you through how to construct an angle bisector and a perpendicular bisector. Angle Bisector 1) Construct angle ABC with vertex B. 2) With your compass on point B, strike an arc across both rays of the angle. Label the points of intersection D and E. 3) With you compass on point D, strike an arc between rays BA and BC and furthest away from B. Now, without changing your compass setting, do the same from point E. Label the point where the two arcs intersect point F. 4) Construct line segment BF. BF is the angle bisector of angle ABC. ________________________________ Perpendicular Bisector of a line segment 1) Horizontally, construct line segment AB. 2) With your compass on point A, strike an arc above and below, roughly, the midpoint of AB. Now, without changing your compass setting, do the same from point B. 3) Label the points of intersection C and D. Construct the line segment CD. CD is the perpendicular bisector of line segment AB. There's what you need to construct the bisectors for the triangles. Now, for your other questions: 1) The perpendicular bisector of a side of a triangle is (sometimes) the angle bisector. 2) The angle bisectors of a scalene triangle (always) intersect at a single point. I believe this is correct. But, I'm not 100% sure. 3) The angle bisectors of a right triangle (always) intersect inside the triangle. 4) The perpendicular bisectors of the sides of a right triangle always intersect at the midpoint of the hypotenuse. Question for you: Is that considered inside the triangle? Hope that helped. ______________________________________...
Can you help me with my Geometry (Angles) homework please?
Which statement is true? A.