Answer:
Step-by-step explanation:
1. -12=-6
=6-12
=-6
n=
n=-1.82
2. n+6-4=10
n=10+4-6
n=8
3. n-2-3=-6
n=2+3-6
n=-1
It's close to being true, but it needs a couple of clarifications.
The fraction needs whole numbers in the numerator and
denominator, and the denominator can't be zero.
The numeric value of the given expression is as follows:
121/900.
<h3>Numeric value of expression</h3>
The expression is defined as follows:
The parenthesis take precedence. If there are more than one parenthesis, the inside one takes precedence.
The fraction equivalent of 0.6 is of 3/5, hence:
Solving the internal parenthesis, the expression is:
The least common multiple of 3, 10 and 1 is of 30, hence:
To find the square of the fraction, we find the square of the numerator and the denominator, hence the numeric value of the expression is:
121/900.
<h3>Missing information</h3>
The expression is:
More can be learned about the numeric value of an expression at brainly.com/question/4344214
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Answer:
C.E=18 cm
Step-by-step explanation:
we know that
If the circle O is inscribed in triangle ABC
then
A.F=A.D=6 cm
B.D=B.E=14 cm
C.F=C.E=?
The perimeter of triangle is equal to
P=2(6)+2(14)+2(C.E)
P=76 cm
so
76=2(6)+2(14)+2(C.E) -----> solve for C.E
76=12+28+2C.E
2C.E=76-40
C.E=36/2
C.E=18 cm
Answer:
<u>The correct answer is D. 414 in squared.</u>
Step-by-step explanation:
1. Let's review the information given to us for solving the question:
Area of the first circle = 11.5 inches ²
2. Let's calculate the area of the new circle, given that the radius of the first circle is multiplied by 6.
Area of the first circle = 11.5 inches ²
Let's find the radius:
π * r² = 11.5
r² = 11.5 / 3.1416
r² = 3.66055513
r = 1.91 inches
The first circle has a radius of 1.91 inches
So, the radius of the second circle is 1.91 * 6 = 11.48 inches
Area of the second circle = π * r²
Area of the second circle = 3.1416 * 11.48²
Area of the second circle = 3.1416 * 131.79
Area of the second circle = 414.03 inches ²
<u>Area of the second circle = 414 inches ² (Rounded to the nearest whole number)</u>
<u>The correct answer is D. 414 in squared.</u>