What are the new coordinates of the point (11, 22) under the dilation (x, y) → (2x, 2y)?

Q: Consider the points A(-3, 4, 2) and B (8,-1, 5). (a) (i) Find AB. () Find AB (ii) 2 1 A line L has…

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Q: 46. Find the area of this trapezoid using A=2(b + b₂). 9 ft A. 70 ft² B. 88 ft² C. 77 ft² D. 81 ft²…

A: 46.Accordin to the diagram,   h= 11 ft ,       b1=9 ft    and   b2 = 7 ftThe area of the trapezium…

Q: How do you construct a Isosceles Obtuse Incenter?

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Q: ai + * ........ (²³²= ²√) 5+1 = The value of b b = 14 - 3i إجابتك

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Q: 54° M х 582 K

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Q: Which of the following is NOT TRUE about the cangent line intersecting the graph of a function? The…

A: Let's  solve.

Q: Think

A: Given point (2,7) now applying transformation (-n,-m) then point become. (-7,-2)   now shear by…

Q: Points A, B, and C are collinear with B between A and C. Use the following information to find the…

A: Colinear points

Q: Given parallelogram PQRS, what is the measure of LQ? P S 8x+3 2x+7 R OA 41° OB 17⁰ OC 71° OD 139⁰

A: Solving the problem by finding the required value.

Q: 1. There is only one scalar equation for a given line in 3-space. 2. A line in 3-space can be…

A: In this question we have to state True or False. Note: As per our policy we can answer only first…

Q: Week 4 Exit Ticket 1 of 3 Ⓒ00:03/40:00 What is the radius of the smaller circle, given the area of…

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Q: Answer the following problem. Show your solution. if x/5 = 6/y = z/20 = 9/5x, find z, y and z

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Q: Describe a method for finding the sum of the interior angle measures of an n-sided polygon. Explain…

A: We know that, To find the sum of interior angles of a polygon, multiply the number of triangles in…

Q: Can you do part 4 and 5

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Q: . Find the equations of the lines whose slope is −3 and whose distance from the origin is 2.

A: Find the equations of the lines whose slope is −3 and whose distance from the origin is 2. Use…

Q: 11. Mutually exclusive outcomes is defined as are the outcomes that have the same chance of…

A: The outcomes of an experiment are said to be mutually exclusive when it is impossible for the…

Q: Find the weight of a solid sphere with radius 4 cm, made of lead, if 1 cm3 of lead weighs 11.4…

A: Find the volume of sphere and then multiply it with weight of 1cm3 lead.

Q: ABCD is a rectangle. Find AD. A D 8 ft O 5 O O B O 10 8 6 E 6 ft C

A: A rectangle is a quadrilateral having four right angles and its opposite sides are parallel and…

Q: 7-5{p}+3q7−5p+3q7, minus, 5, p, plus, 3, q when p=1p=1p, equals, 1 and q=7q=7q, equals, 7

A: We have to evaluate 7-5p+3q when given the values of p and q.

Q: Snoppy the dog is on a 20ft long chain that is attached to a garage, if the chain does not allow him…

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Q: Write the statement as a conditional: He gets mad when she drives fast.

A: To write the conditional statement for the following. Conditional statement describe a conditional…

Q: What is the area of the sector, given the radius is 1.9" and the rotation not including the sector…

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Q: [30 If A= 2 0 LO 1 2 −2], find adjoin matrix 1

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Q: 6. Given that the quadrilateral EFGH is a trapezoid, m/H=66° and m/HEG = 76° calculate m/FEG E F H…

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Q: The sides of a spherical triangle measure 65°, 75°, and 105°. Find the area of the spherical…

A: This question is based on formula Area of Spherical Triangle.

Q: 1. Though there are two ways in which we classify triangles, we often name a triangle using both its…

A: We have to check whether the given statement is true or false.

Q: The base of a cone has a diameter of 20 cm and its altitude is 18 cm. What is its volume?

A: The base of a cone has a diameter of 20 cm and its altitude is 18 cm. What is its volume?

Q: 5 alc X T U

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Q: A bomber aircraft flying at 15 m/s at an altitude of 180 m dropped a bomb. The parabolic trajectory…

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Q: If GE = 34 units, find the length of DF in Rectangle DEFG.

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Q: In your own word summarize alternating exterior angles and create an illustration that shows those…

A: Solve the following

Q: find Sio of the GP 1/2/3/4 to 3 figure. S7 ratio is Significant of a GP 6558 and the Constant 3…

A: As per the company guidelines We can first question only. Please understand. Kindly repost the…

Q: Given: ∠NOM+∠H+∠N=180∘ Prove: 1) ∠NOM >∠H, 2) ∠NOM=∠H+∠N. Use paragraph proof in the space provided…

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Q: Q2.B. A bag contains 19 tickets numbered from 1 to 19. A ticket is drawn and then another ticket is…

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Q: Find the area of the shaded region as shown 1cm D 1cm B 1cm 1cm C

A: Follow the procedure given below.

Q: X /600 п -Y 503 12

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Q: Determine the value of x. a) 60⁰ 125⁰ X b) X 148° 88⁰

A: This question can be solved using the concept of parallel lines.

Q: The perimeter of a square garden is 212 feet. How long is each side?

A: Let length of each side of square be a

Q: Find the surface area. Do not round your answer. 12 15

A: Total Surface of the prism = Lateral Surface area+ 2×base areaNow, the lateral surface has 5…

Q: A pyramid tent has a capacity of 240 m3. If the base is 10 m by 8 m, find its height.

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Q: Q1 / Solve the following system equations using "Solver" function : 3A+4B-5C=11 -2A+6B+2C=7…

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Q: Find mzM. 2²+ 35 O 54 63 117 126 O xº (x-9)° M 12z - 1

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Q: X 60° Y 503 5

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Q: find the equation of the red line in the picture attached

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Q: tion 6 7 8 9 10 11 12 13 14 15 16 >> 12 of 16 Which statement is always true regardless of whether…

A: The correct option with proper explanation are as follows.

Q: h(x)=(gof)(x) Hint: This is a composition of functions.

A: Graph. Here values are estimated from the given graph.

Q: Given a rectangle, find the ratio of the perimeter to the area. O 4 ft Your answer: O O N/mm/~ 6 ft…

A: Perimeter of rectangle=2(length+width)Area of rectangle=Length×Width

Q: Name Section_ AACB has a right angle at C. CD 1 AB. C b A. In the given figure, find the length of…

A: Disclaimer:  “Since you have posted a question with multiple sub-parts, we will solve the first…

Q: Determine the value of x. 5-3x 10 - 6x 45 + X b) 7x + 30 10 + 8x

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Q: A plane intersects a sphere with a volume of about 44.6 cubic meters through the center of the…

A: given data Volume of the sphere = 44.6 m³ find The area of the cross section Let "r" be the radius…