The expressions that are equal to 61 are
- |−61|
- The distance from zero to −61
- −(−61)
- The opposite of −61
<h3>How to determine the expressions?</h3>
The value of the expression is given as:
Value = 61
Next, we evaluate the options:
<u>Option 1: |−61| </u>
The expression is given as:
Expression = |-61|
Remove the absolute sign
Expression = 61
Hence, |-61| equals 61
<u>Option 2: The distance from zero to −61 </u>
This is represented as:
Distance = |-61 - 0|
Evaluate the difference
Distance = |-61|
Remove the absolute sign
Distance = 61
Hence, the distance from zero to −61 is 61
<u>Option 3: The opposite of 61 </u>
The opposite of 61 is represented as:
Opposite = -(61)
Evaluate
Opposite = -61
Hence, the opposite of 61 is -61
<u>Option 4:−(−61) </u>
The expression is given as:
Expression = -(-61)
Remove the bracket
Expression = 61
Hence, -(-61) equals 61
<u>Option 5: the opposite of −61</u>
The opposite of -61 is represented as:
Opposite = -(-61)
Evaluate
Opposite = 61
Hence, the opposite of -61 is 61
<u>Option 6: −|−61| </u>
The expression is given as:
Expression = -|-61|
Remove the absolute sign
Expression = -61
Hence, -|-61| equals -61
<u>Option 6: −|61| </u>
The expression is given as:
Expression = -|61|
Remove the absolute sign
Expression = -61
Hence, -|61| equals -61
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Answer:
6.5in
Step-by-step explanation:
find the area of the shaded regions
fine the surface area of the square
A = 2×2
A = 4
find the area of the triangle
A = 1/2bh
A = 1/2×2×2.5
A = 2.5
add the areas
2.5+4 = 6.5
Answer:
Step-by-step explanation:
Hello, please consider the following.
So, the possible dimensions of the rectangle are (x+7) and (x-6).
Thank you.
Answer:
x = 8
Step-by-step explanation:
All sides are equal in terms of symmetry, such as the 5 and 5 opposite the angle 120 that repeats itself at the centre 3 times
<span>It is because even numbers always have a factor of two, and therefore, larger composite even numbers will have factors of two and other even numbers based around two, such as 4, 8, 16, 32, and so on. On the other hand, numbers which are odd can have factors of 3, 5, and 7 for example, and their numbers based around them(3, 9, 27; 5, 10, 15; 7, 49, 343; and so on). If we look into it, notice how for odd numbers the space between the numbers based around 3, 5, and 7 are increasingly further apart. This is the reason why less large odd integers to have numerous factors. It is because odd numbers cannot have the prime factor 2, this will reduce their factor number. And is is also because even numbers are already divided by 2, this will give them more factors over the odd numbers.</span>
