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7. Show your work In the figure the two nontriangular polygons are regular polygons and the...
symmetry nected in a line of 9. Explain why only three types of regular polygons tessellate the plane. Choose the correct answer below. O A. In order for a regular polygon to tessellate the plane, its angle bisectors must intersect at 90, angles. OB. In order for a regular polygon to tessellate the plane, Its exterior angle measure must be a divisor of 360 Only three regular polygons have exterior angles that divide 360 Those polygons are the equilateral triangle,...
Please explain the answer to (7) using a minimum of 5-7 sentences, written out in words. YOU DO NOT NEED TO SOLVE CA10D. I only included it as a reference to what is asked in (7). 7.丌1n your own words, give a clear, logical expla- nation for why the angles in a triangle must al- ways add to 180°. Do not use the "putting angles together" method of Class Activity 10D. 25 10.1 Lines and Angles CA-203 Class Activity 10D...
Two arigles are supplementary. One angle measures 26 angles. Show all your work!! 4 points) s. than tes are supplementary. One angle measures 26e more than the other. Pind the measure of the two
Please write your answer clearly on this paper in the spaces provided; identify each statement as true( T) or false( F): Making a conjecture from your observations is called inductive reasoning. The 25th term in the -2, 4, -6, 8, -10,...) sequence is-42 1.( 2.) 3.() A polygon with 7 sides is called a septagon 4.( Ifa polygon is equiangular, then it is equilateral. 5. The complement of an acute angle is an obtuse angle. 6. An angle bisector in...
Please work out each step with explanation. I'm having trouble understanding which angles to use. Chapter 33, Problem 040 Your answer is partially correct. Try again. In Figure a below, unpolarized ight is sent to a system ofthree polarizing sheets The angles θι 82 and e3 0 the plan ng directions arenmeasure counter ce se rom he s ved ection they axs (they are not drawn to scale). Angles and 3 are fixed, but angle e2 can be varied. Figure...
Given a unit circle, we try to calculate the perimeters of imscribed regsides,1 24-sided, , polygons as shown in Eure·thu. ban nglowtr of the unit circle ( 2π units ). bound for he perimee regular 6-sided polygon regular 12-sided polygomre24-sided polyg Figure! Let P denotes the perimeter of inscribed regular n-sided polygon as shown in Eigurs 1. (a) Find the values of Ps Piz P2s and Pas correct your answers to 6 decimal places (10 marks) 647..-56,4 +24Pİİ-A ·correct your...
example: 2. Search (87, 75, 98, 100, 82 for 100 using sequential search. Show your work. 87 75 98 100 82 Search (87, 75, 98, 100, 82) for 100 Indexi 0 1 | 2 | value 87 75 98 100 82 100 100 return 3 arch (87, 75, 98, 100, 82 1 for 12. dex 012 3 4 lue 87 75 98100 82 Not found return- We were unable to transcribe this image| {2,4,6,7,8,9,10,12,2 for10. 4 6 7 8 9...
c) Consider the figure below. It is given that A ABC is a 30-60° right triangle, A DEF is an isosceles triangle with DF = EF, DE | AC, ZDEF = 65°, ZDIL = 38.2, and ZIK) = 31'. Find all angles in the figure and mark them on the figure. Clearly show all your work B D G E A
please show the recurrence formula 1) Show that zo-0 is a regular singular point for the diferenta equation Zo = 0 is a regular singular point for the differential equation 15ェy" + (7 + 15r)y, +-y = 0, x>0. Use the method of Frobenius to obtain two linearly independent series solutions about zo Find the radii of convergence for these series. Form the general solution on (0, 0o). 0. 1) Show that zo-0 is a regular singular point for the...
Work Through each section of the activity in order, following the folding and cutting directions carefully. If scissors are not used, fold and crease the paper sharply so that it will tear cleanly. step 4: Fold one of the endpoints of the longest side of trapezoid B to the midpoint of that side as show. Cut along the fold and label the polygons C and 4 Step 1: Fold the square as shown and cut or tear along the fold...