Answer:
Did this for a different person who had the image, the answer is the third one or
1 1 2 2 3 6 is the flower sizes while 2 is the median and 2.5 is the average.
Step-by-step explanation:
BRAINLIEST PLZ
Answer:
a. V = 4/3
b. See attachment
Step-by-step explanation:
a.
Given
Z = x² + y²
V = ∫ ∫ (x² + y²) dxdy {0,1}{0,y} + ∫ ∫ (x² + y²) dxdy {0,1}{x,2-x}
V = ∫ ∫ (x² + y²) dxdy {0,1}{x,2-x}
Integrate with respect to y
V = ∫ x²y+ y³/3 dx {0,1}{x,2-x}
V = ∫ x²(2-x) + (2-x)³/3 - x²(2) - (2)³/3 dx {0,1}
V = ∫ 2x² -7x³/3 + (2-x)³/3 dx {0,1}
V = 2x³/3 - 7x⁴/12 + (2-x)⁴/12 {0,1}
V = (⅔ - 7/4 + 2/12) - (0-0+16/12)
V = 4/3
Hey there! :D
Supplementary= 180
180= 3x+10+x
x= the first angle I put 3x because it is 3 times the other one, and 10 more.
Now, solve.
180= 4x+10
Subtract 10.
170=4x
Divide both sides by 4.
x=42.5
That is the measure of the first angle.
42.5*3= 127.5
Now, add 10.
137.5 is the second angle.
We can add them to make sure.
137.5+42.5= 180 <== this works
I hope this helps!
~kaikers
assuming 2hrs is 120mins and 120mins is 7200sec divide 7200 by 3 which is 2400
Answer:
Answer A.
Step-by-step explanation:
Recall that
we will calculate the lateral limits of f when x approches x=2. Note that
We can clasify the discontinuity as follows:
- Removable discontinuity if both lateral limits are equal and finite.
- Jump discontinuity if both lateral limits are finite but different.
- Essential discontinuity if one of the limits is not finite and the other one is finite.
Based on this classification, since both lateral limits are equal, the discontinuity is a removable discontinuity