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The coordinate of the vertices for square CDEF translated 3 units right

The coordinate of the vertices for square CDEF translated 3 units right and 4 units up if the vertices are C(-3,1), D(1,5), E(5,1), and F(1,-3) are. C’(0,5), D(4,6), E,(8,6) and F(4,-1). Is it true or false

2 months ago

Solution 1

Guest Guest #8329
2 months ago
The statement is false because not all the corresponding point have been translated correctly from the original.

Here are the correct answers:

C: (-3, 1) to (0,5). CORRECT!
D: (1,5) to (4, 9) INCORRECT IN THE CHOICE
E: (5, 1) to (8, 5) INCORRECT IN THE CHOICE
F: (1, -3) to (4, 1) INCORRECT IN THE CHOICE

Solution 2

Guest Guest #8330
2 months ago

Answer:

false

Step-by-step explanation:

fr ong

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Let's take an example.  Say you have a dilation with center (0,0) and scale factor 2.  So, k=2.  You are dilating a square, whose sides each measure 1 unit.

In a dilation, you multiply each side length of the pre-image by the scale factor (k).  The pre-image is the original figure, the square with 1 unit long sides.  So each side in the image, the new figure after dilation, will be 2 times as long.  1*2=2, so each side is 2 units long.

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ANSWER: 30p^2 - 8p - 64

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Solution 2
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Over the period of one month 159 dogs visited the dog park. Suppose the same number of dogs visited each month for 1 year. How is this total different from the year before 95 dogs visited the dog park every 3 months for the year? Show your work and explain how you got your answer. WILL MARK BRAINLEST!!!!!!
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With 159 dogs visiting the park every month for a year, 159(12), the total is 1908 dogs, while in a year, three months is lapsed four times to total 12 months. Therefore, in a year 380 dogs visit the park, 95(4),". Which is less than the 1,908 dogs who visit in a year when coming every month.
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Two points move along a circle of length 120m with a constant speed. If they move in different directions, then they meet every 15 seconds. When going in the same direction, one point catches up to the second every 60 seconds. Find the speeds of the points.
Solution 1

Let x and y be the speeds of the two points. The circle is of length 120m that is Circumference of circle is 120m.When the points are moving in opposite directions, they meet in every 15 seconds.That is the points cover 120m in 15 seconds.As they are moving in opposite directions, so the relative speed will be equal to the sum of speeds of both points.Speed= Distance ÷Time = 120÷15=8m per seconds.

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Question
The google family built a rectangular swimming pool in their backyard.The floor of the pool has an area of 485 5/8 square feet.If the width of the pool is 18 1/2 feet,what is the length of the pool?
Solution 1
A= Area= 485 5/8 ft^2
W= Width= 18 1/2 ft
L= Length= ?


Area= LW
plug in known numbers

485 5/8= (L)(18 1/2)
convert to improper fractions

3885/8= (L)(37/2)
divide both sides by 37/2

3885/8 ÷ 37/2= L
to divide fractions, multiply by the reciprocal/inverse of 37/2

3885/8 * 2/37= L
multiply numerators; multiply denominators

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7770/296= L
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change to mixed number

26 1/4 feet= L


ANSWER: The length is 26 1/4 feet (or 26.25 feet).

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Solution 2
Area = Length x Width

485 \dfrac{5}{8} = 18 \dfrac{1}{2} \times \text{ Width}

Divide both side by 18 1/2:
\text{ Width} = 485 \dfrac{5}{8} \div 18 \dfrac{1}{2}

Convert to improper:
\text{ Width} = \dfrac{3885}{8} \div \dfrac{37}{2}

Change divide fraction to multiplicationf fraction:
\text{ Width} = \dfrac{3885}{8} \times \dfrac{2}{37}

Mutliply and simplify: 
\text{ Width} = \dfrac{104}{4} = 26 \dfrac{1}{4} \text{ feet}

Answer: Length = 26 1/4 feet

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