Answer:
1.10
2.90 degrees
3.Medians
Step-by-step explanation:
We are given that
1.Segment GB is a median of triangle ABC.
AG=10 units
We have to find the measure of segment GC.
We know that median divides the opposite side of triangle into two equal halves.
Therefore, AG=GC=10 units
2.We are given that segment BD is an altitude of triangle ABC.
We know that altitude BD is perpendicular to side AC.
Therefore, 
3.Centroid: It is the intersection point of medians where three medians of triangle meet .
Answer:Medians
(x²+3x-4)(x-5)
x³-5²+3x²-15x-4x+20
x³-2x²-19x+20
Answer:
(4, -3)
Step-by-step explanation:
To solve this with graphing all you need to do is enter both equations in a graphing calculator (you can use desmos online) and then find the point where both lines intersect.
T = 5.34 + 0.78m
T = 5.34 + 0.78 * 5
T = 5.34 + 3.9
T = 9.24
Tina was charged $9.24 at the car wash for 5 minutes.
The polynomials can´t contain:
-Variables in the exponents of the terms.
-Variables in the denominator.
- Negative exponents.
-Fractionals exponents.
-The variables cant be as radicals.
Therefore:
a) It is a polynomial (The variable is under a radical)
b) It is not a polynomial.
c) It is a polynomial.
d) It is not a polynomial. (It has a variable in the denominator).
e) It is a polynomial.
f) It is not a polynomial. <span> (It has a </span><span>variable in the denominator).</span>
