Answer:
The new balance is $45.97 .
Step-by-step explanation:
As given
Your bank balance is $102.35 and you've just made purchases for $20, $33.33, and $52.80.
Bank balance after the purchase = $102.35 - $20 -$33.33 - $52.80
= $102.35 - $ 106.13
= - $3.78
As given
You then make deposits of $25 and $24.75.
Total deposit money = $25 + $24.75
= $49.75
Thus
New balance = Bank balance after the purchase + Total deposit money
= - $3.78 + $49.75
= $ 45.97
Therefore the new balance is $45.97 .
-6 + 2
(-4) + 8
2 + (-6)
Q(−2,1),R(−3,4),S(−5,3),T(−4,0)
B
Q(−2,−1),R(−3,−4),S(−5,−3),T(−4,0)
C
Q(1,2),R(4,3),S(3,5),T(0,4)
D
Q(2,−1),R(3,−4),S(5,−3),T(4,0)
Answer:
The correct answer is:
D) Q(2,1) R(3,-4) S(5,-3) T(4,0)
Step-by-step explanation:
When you reflect over the x-axis the vertices of the parallelogram, the y -coordinates is multiplying by -1.
Then the new coordinates of the parallelogram are:
Q(2,-1) R(3,-4) S(5,-3) T(-4,0)
a. True
b. False
Answer:
The correct option is a.
Step-by-step explanation:
The given statement is all circles are similar to each other.
A circle is the set of points in a plane that are equidistant from a given point which is known as circle.
Two figures are similar if their corresponding sides are proportional.
Circles are completely dependent on its radius. The radius of any two circles are proportional for any point on the circles.
The statement "All circles are similar to each other" is true.
Therefore the correct option is a.
The statement "All circles are similar to each other" is true.
We know that,
Circles are a type of geometric shape with unique properties that set them apart from other shapes.
The defining feature of a circle is its set of points that are equidistant from a fixed point, known as the center.
This means that circles have a constant diameter and radii, regardless of their size.
Additionally, a circle's circumference is always proportional to its diameter, which is represented by the mathematical constant π.
Due to these consistent properties, all circles are considered to be similar to each other.
This means that any two circles have the same shape, but may differ in size.
Hence,
The statement that all circles are similar to each other is a fundamental truth in geometry and mathematics.
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