Which fraction is the largest? 3/4 ,4/5, 7/8, or 5/4? and why?
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Related Questions
A 135 degree central angle intersects a circle with a radius of 8in what is the length of the intersected arc?
X = ?17 - x = 13 Solve for x.Thanks in advance.
The monthly payment for a car lease is $300 for 24 months. The down payment is $1,000. The residual value is $9,000. What is the total cost of the lease? A. 17,200. B. 40,700. C. 8,200
PLSSSS HELP IF YOU TRULY KNOW THISSSS
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f(x)=-1x^2-8x+33
x coordinate of vertex is -b/2a in the form ax^2+bx+c=y
a=-1
b=-8
-(-8)/2(-1)=8/-2=-4
plug back in to get y value
y=-(-4^2)-8(-4)+33
y=-16+32+33
y=49
y value is 49
Answer:
49
Step-by-step explanation:
Edge
–19
–13
13
16
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The sum of the factors are
The answer is: C. 13
Hope this helped! If you have any other questions or would like further explanation just let me know! :)
Answer:
the nswer on ed is 13
Step-by-step explanation:
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2x+2 = length
so 2(x)+2(2x+2)= 76
so that will give us 2x+4x+4=76
6x=72
x=12
so 12 is width and 26 is length
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The three translations applied on the triangle, where the first element of each vector represents the magnitude of the translation, and the second element represents the direction of the translation.
To find the magnitude and direction of the translations applied on a triangle, we need to know the coordinates of the vertices of the original triangle and the coordinates of the vertices of the transformed triangle.
Let's say the coordinates of the original triangle are (x1, y1), (x2, y2), and (x3, y3), and the coordinates of the transformed triangle are (x1', y1'), (x2', y2'), and (x3', y3').
The magnitude of the translation can be found by calculating the distance between the corresponding vertices of the original and transformed triangles using the distance formula. For example, the magnitude of the translation from (x1, y1) to (x1', y1') is given by:
sqrt((x1' - x1)^2 + (y1' - y1)^2)
Similarly, we can find the magnitudes of the other two translations.
The direction of the translation can be found by calculating the angle between the line connecting the corresponding vertices of the original and transformed triangles and the x-axis. We can use the arctangent function to find this angle. For example, the direction of the translation from (x1, y1) to (x1', y1') is given by:
tan^-1((y1' - y1)/(x1' - x1))
Similarly, we can find the directions of the other two translations.
Once we have the magnitudes and directions of the translations, we can describe the transformation using vector notation. The vector of the translation is given by:
< magnitude1, direction1 >
< magnitude2, direction2 >
< magnitude3, direction3 >
This represents the three translations applied on the triangle, where the first element of each vector represents the magnitude of the translation, and the second element represents the direction of the translation.
Learn more about translations here
#SPJ11
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Answer: A: $7.67. B: No. C: Because amount of change that was supposed to be given is supposed to be $2.24
Step-by-step explanation:
If I get it wrong i'm sorry
A.53
B.75+16√11
C.-57
D.64+√11
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8^2 - √11^2
64 - √11^2
64 - 11
53
The answer is: 53.
64 - root11 + root11 - 11 =
64 - 11 = 53
Answer A.