Q: Find the following missing angle measures for the kite below: m1 = 6.7 m22%D m/3%D /73 4 5 m/4%3D 1…
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Q: Let ABC be a r19ht ナと(ang)e w(1ら hY potehuse AL. ASS Ume BF LAC. LeT BD 6e すhc angie bisector of…
A: Given:- In △ABC AC is hypotenuse.
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Q: What theorem can be used to prove these triangles are congruent? A. SAS В. HL C. neither
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Q: If the bisector of an angle of a triangle also bisects the opposite side, then the triangle is an…
A: Given: In △XYZ YW→ bisects ∠XYZ and WX≅WZ, To prove: △XYZ is isosceles.
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A: Given: The length of the sides of a triangle. To find: The triangles are…
Q: Find that is cotefminalI with 0and aT 17TT 4. angle between
A: We can find the co-terminal angle as below.
Q: Situation #5 For AJSE, the point O is on JS and the point F is on JE. OF is parallel to SE. Also, JS…
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Q: Suppose that L M is a right angle. What can you deduce aboutangles G, R, and A?
A: ∠G & ∠M are supplementary and ∠M & ∠A are supplementary.
Q: Determine the measure of the interior angle at vertex E. 4x 4x 4x 3x E 3x А OA. 30 Ов. 90 Ос. 150…
A: given pentagon then we have to determine measure of interior angle of…
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A: In this question we have to find if these triangle congruent or not.
Q: Use the given Information to prove that ARST ARUT. Given: ZRTSİis a right angle ZRTUİS a right angle…
A: Given : ∠RTS is a right angle∠RTU is a right angle∠SRT≅∠URT
Q: Suppose u,vEIR are veChers with an angle of e between them.Shaw that 20 Fuo Fv =R6 %3D
A: F_u and R^(2 theta) denote the reflection matrix/transform about the line joining the points origin…
Q: Complete the proof of the following theorem: "In a kite, one pair of opposite angles are congruent."…
A: Kite: Kite ABCD is givenWe will draw a line AC by joining the two points A and C.A kite has 2…
Q: The bisectors of two adjacent supplementary angles form a right angle. ZABC is supp. to ZCBD BÉ…
A: Given ∠ABC is supplementary to ∠CBD. BE→ bisects ∠ABC. BF→ bisects ∠CBD. We have to prove that ∠EBF…
Q: Given the regular hexagon, find the measure of each numbered angle. O A. mz1 = 30°, m2= 60°, mZ3 =…
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Q: Determine proj(ū onto v) given: a) ū =(4,8,2) and v = (1,4,6) %3D b) ū = 38 and = 66 , and the angle…
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Q: A farmer wants to increase the triangular arger similar triangle. Using the informati ne used in…
A: Given: A farmer wants to increase the triangular area he has fenced off for his cattle to graze…
Q: 4. Classify the following triangle based on its angles. Scalene Acute O Right Obtuse
A: The figure of the triangle is given by :
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Q: 2. In the trapezoid ABCD point E is the point of intersection of diagonals AC and BD. If AC=14,…
A: In the given trapezoid ABCD, two diagonals AC and BD intersect each other at point E. The diagram…
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Q: What is the angle between the planes 3x + 2y + 4z = 4 and 3x -y+2z = 1 to the nearest degre %3D O…
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Q: You are given that WY XZ. What additional piece of information allows you to prove that AWYZ AXZY? W…
A: Given Data: Given congruent sides: WY≅XZ The figure of triangle XYZ and triangle WYZ is shown in the…
Q: Use AAS to prove the triangles congruent. Given: ZR and ZP are right angles. QR || SP Prove: AQPS =…
A: Given: ∠R and ∠S are right angles and QR∥SP are parallel lines
Q: 7. In the Interplatoon competition, the first squad which will take the map reading examination is…
A: Given problem is solved below in detail.
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A: Posts M and C are 12 km apart. The distance between the shipping vessel S from post M is derived as:…
Q: ABCD IS A SQUARE AND BD ITS DIAGONAL PROVE THAT ANGLE ABD IS CONGRUENT TO ANGLE CDB
A: Given: A square ABCD with diagonal BD To prove: ∠ABD is congruent to ∠CDB i.e. ∠ABD≅∠CDB
Q: Area of E (0,8), X (9,6), P(8,10)
A: We know that area of a triangle △ABC with vertices Ax1,y1, Bx2,y2 and Cx3,y3 is given as…
Q: A Given: JK - LK ; JM = LM TOYO Prove: AKJM - AKLM Need Help?22 Students, draw anywhere on this…
A: As per guideline we have to solve only three subparts
Q: The following sides make up AABC. АВ - 3, ВС %3D 4, СА3 5 List the angles from smallest to largest.…
A: We can represent this triangle
Q: 2. In rhombus PLAY, name the following: a. angle congruent to ZP. b. sides congruent to PL. c.…
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Q: In the accompanying figure, ABCD is a trapezoid in which AD|BC and AD> BC. Prove that if AB=CD, then…
A: To prove the given angle
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Q: Given the isosceles triangle ABC with AB=AC=x and BC=2y. show that if A s the area of the…
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Q: Given:XW=XY Statement Reason WZ=YZ Prove: AXWZ -ΔΥΥΖ w Y
A: (SSS Postulate): If each side of one triangle is congruent to the corresponding side of another…
Q: Consider the following. regulcr hexreon: b a= (1, 0) a). Compute. l히 , I티, l히 b). what is the angle…
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Q: 10. Given: ABCD is an isosceles trapeziod Prove: AABE is isosceles
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Q: Find the angle planes 3xx + z=land radans between the Sy +z=. in
A: We use dot product between Normal vectors of given planes to find angle between these two planes
Q: In AJKL, KL = 11, LJ = 12, and JK = 4. Which statement about the angles of %3D AJKL must be true? O…
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Q: 9. What is the angle between 2ar + 3y + z = 5 and z- ay +az = 7?
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Q: Given that three cvents A, B and C are such that P(A) = P(C), P(AnC) = P(AU C) = 10 P(C|B) = and P(B…
A: P(A U B) = P(A) + P(B) - P(A∩B) P(A|B) =P(A∩B)P(B)
Q: Show that the two triangles are similar. S v and SVR Z V. so ASIVR ATRU ZVRS L
A: The figure given in the problem represents two triangles. From the figure, angle VRS and angle RUT…
Q: In isosceles trapezoid QRST shown below, QR and TS are bases. If mZQ = 5x +3 and mZR = 7x – 15, what…
A: Given that TSRQ is an isosceles trapezoid Properties of isosceles trapezoid both pair of base…
Q: Consider AXYZ (not shown). a) Which side is included by LX and LY? b) Which angle is included by…
A: Given, to consider a triangle XYZ To find a) Which side is included by ∠X and ∠Y? b) Which angle is…
Q: 1. PORST is a pentagon inscribed in a circle. If Z RPS = 30°,ZQSR = 32°,ZPQS = 68° and SR = TS, find…
A: Hi! Thank you for the question, As per the honor code, we are allowed to answer one question at a…
Q: What additional information is needed in order to prove that the triangles are congruent by the SAS…
A: We have to check
Q: 5. If LAMP and LBMC are right angles, AM = CM and LA = LC, prove that AP = CB. C A M В
A: # we are entitled to solve one question at a time ,please resubmit other question if you wish to get…
Q: The vertices of ARST are R(6,-1), S(1,-4), and T(-5,6). Prove that ARST is a right triangle. Work:…
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- Gulf Golf makes 2 different types of golfing gloves; a regular model and a professional model. The firm has 900 hours of production time available in its cutting and sewing department; 300 hours available in its finishing department; and 100 hours available in its packaging and shipping department. To make each regular glove requires 1 hours in the cutting and sewing department; 0.5 hours in the finishing department; and 0.143 hours in the packaging and shipping department. To make each professional glove requires 1.5 hours in the cutting and sewing department; 0.33 hours in the finishing department; and 0.143 hours in the packaging and shipping department. If GulfGolf makes a profit of $5 on each regular glove, and $8 on each professional glove, how many of each glove should GulfGolf manufacture in order to maximize its profit?Diverse Footware Sdn. Bhd. uses leather and synthetic to produce two types of casual shoes, WeStar X and MeStar Y. A WeStar X shoe requires 20 cm of leather, 30 cm of synthetic and 1 hour of labor. A MeStar Y shoe requires 30 cm of leather, 20 cm of synthetic and 2 hours of labor. Each WeStar X shoe sells for RM75, and each MeStar Y shoe sells for RM90. All shoes produced by Diverse Footware can be sold. At present, Diverse Footware has 10 meters of leather, 12 meters of synthetic and 70 hours of labor. Extra leather can be purchased at a cost of RM4.50 per centimeter. Market demand requires that the company produce at least 20 WeStar X shoes but demand for MeStar Y shoes is unlimited. (a) Formulate a mathematical model to maximize Diverse Footware profit. (b) Solve the mathematical model by using the Big M Method.Diverse Footware Sdn. Bhd. uses leather and synthetic to produce two types of casual shoes, WeStar X and MeStar Y. A WeStar X shoe requires 20 cm of leather, 30 cm of synthetic and 1 hour of labor. A MeStar Y shoe requires 30 cm of leather, 20 cm of synthetic and 2 hours of labor. Each WeStar X shoe sells for RM75, and each MeStar Y shoe sells for RM90. All shoes produced by Diverse Footware can be sold. At present, Diverse Footware has 10 meters of leather, 12 meters of synthetic and 70 hours of labor. Extra leather can be purchased at a cost of RM4.50 per centimeter. Market demand requires that the company produce at least 20 WeStar X shoes but demand for MeStar Y shoes is unlimited.(a) Formulate a mathematical model to maximize Diverse Footware profit.
- Solve the systems of LDE using the method of operatorThe FloorCare, a leading tile company produces two types of tiles—ceramic tile and porcelain tiles. Porcelain tiles are less porous and more resistant to water whereas ceramic tiles are more economical and come in a wider variety of colors. The company currently uses two machines to produce these tiles. Each batch of ceramicr tiles needs 3.5 hours of Machine 1 and 2 hours of Machine 2. Each batch of porcelain tiles needs 3 hours of Machine 1 and 3.5 hours of Machine 2. Machine 1 has a maximum of 120 hours of production time and Machine 2, 150 hours. Production of a batch of ceramic tiles needs 4 workers and a batch of porcelain tiles needs 3 workers. Presently, the company employs 180 workers. Each batch of ceramic tiles earn a profit of $2250 and porcelain tiles, $1850. The company wants to determine the number of batches to be produced for each type to maximize profit.Explain the four possibilities for a nondegenerate trajectory of the autonomous system ?
- Answer using linear system in GAUSS JORDAN METHODTwo bicycle manufacturers, Alpha Cycles (A) and Best Bikes (B), buy parts from the suppliers Firm Frames (F), Great Gears (G) and Happy Handlebars (H). During the year 2019: 50% of the frames from Firm Frames (F) were sold to Alpha Cycles (A) and 50% were sold to Best Bikes (B). 75% of the gear sets from Great Gears (G) were sold to Alpha Cycles (A) and 25% were sold to Best Bikes (B). 40% of the handlebars from Happy Handlebars (H) were sold to Alpha Cycles (A) and 60% were sold to Best Bikes (B). Draw a network diagram with input nodes F, G and H, and output nodes A and B, that represents the proportion of parts sold from each supplier to each bicycle manufacturer Write down the matrix that represents this network. Use the matrix that you found to determine how many parts were sold to Alpha Cycles (A) during 2019, if the total number of parts sold to the two bicycle manufacturers by Firm Frames (F), Great Gears (G) and Happy Handlebars (H) was 240, 320 and 300 parts respectively.Solve linear system using GAUSS JORDAN METHOD.. ty .
- A state university is buying computers and has narrowed it down to two different models that they would like to purchase, the Pear and the iNac. Each Pear has 250 GB of memory and 160 TB of disk space and each iNac has 500 GB of memory and 80 TB of disk space. For accreditation reasons the school would like to be able to say they have a total of at least 70000 GB of memory and at least 20800 TB of disk space. If the Pears cost $1000 each and the iNacs cost $2100 each, how many of each computer should they get to minimize cost.The economy of a small country consists of three sectors: Energy, Manufacturing and Agriculture. For each $1 worth of output, the Energy sector requires $0.20 worth of input from the Energy sector, $0.20 worth of input from the Manufacturing sector and $0 worth of input from the Agriculture sector; the Manufacturing sector requires $0.40 worth of input from the Energy sector, $0.20 worth of input from the Manufacturing sector and $0.20 worth of input from the Agriculture sector; the Agriculture sector requires the same levels of input as the Manufacturing sector does. What level of output should each sector produce in order to meet a consumer demand of $3 million worth of Energy, $2 million worth of Manufacturing and $1 million worth of Agriculture? (Use Gauss-Jordan elimination for matrix inversion.)A T-shirt company has three machines, I, II, and III, which can be used to produce two types of T-shirts, standard design and custom design. The following table shows the number of minutes required on each machine to produce the designs. Machine I Machine II Machine IIIStandard 1 1 1Custom 1 4 5For efficient use of equipment, the company uses machine I at least 240 minutes per day, machine II at least 330 minutes per day, and machine III at least 1000 minutes per day. Each standard T-shirt costs $8, and each custom T-shirt costs $9.Find the number of each type of T-shirt that should be produced to minimize costs. (For each answer, enter an exact number.) standard design : custom design : cost (in dollars) :