Mathematics: Figure A~ Figure B Figure A Figure B r = 2 ft r = 6 ft V = 25.12 cu ft Find the volume of Figure B. Round your answer to two decimal places, [?] ft[ ] Enter No links please

Figure A~ Figure B Figure A Figure B r = 2 ft r

Ответ:

keatonjarvis

19.06.2021

Mathematics

v=678.24 ~ ft^3

Step-by-step explanation:

$v=\frac{\pi r^2h}{3}$

height~ of Figure~ A

v=25.12 , r=2

$25.12=\frac{\pi 2^2h}{3}$

$3(25.12)=\pi4h$

$\frac{75.36}{4\pi } =\frac{4\pi h}{4\pi }$

$h=\frac{75.36}{12.56}$

h=6

volume ~ of ~B:-

r=6, h=18

$v=\frac{\pi r^2h}{3}$

=3.14(6^2)(18)/3

=3.14(36)(18)/3

= 2.034.72/3

v=678.24~ ft^3

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hope it helps...

have a great day!!

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Ответ:

Nunez610

09.12.2022

Mathematics

Segment LL' and segment OO' are congruent (same length) and parallel (same inclination).

hope this helps! :)

Explanation:

The transformation described by the rule (x, y) → (x + 2, y + 2) is a translation two units to the right and two units up.

That means that, to create rectangle L'M'N'O', every point of the reactangle LMNO is translated the same amount in the same direction; thus, this is a rigid transformation where angles, lengths, size, shape, and orientation are kept.

Then a segment drawn from point L to L' will have the same length and the same orientation (inclination) of a segment drawn from the point O to O'. Thus, these two segments are parallel and congruent.

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Figure A~ Figure B Figure A
Figure B
r = 2 ft
r = 6 ft
V = 25.12 cu ft
Find the volume of Figure B.
Round your answer to two decimal places,
[?] ft[ ]
Enter
No links please

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