All Answers 358187 Answers

The probability to get five heads in 9 flips is (1/2)^5 = 1/32 => 4/32=>1/8

10) if we lay the cube flat, the rectangle with corners A, B becomes 8*6. to find the diagonal would be like finding the third side of a right triangle. 8^2+6^2 = c^2 => c = 10 => the shortest distance is 10 units.

the volume is pi*r^2*h, which equals pi*8^2*11 = pi*64*11 = 704*3.14 = 2210.56

since my answer didn't submit for some reason, here's the solution: 944mm^3

Volume  =  (Area of Base) x (Height)

Height = 72 cm

The base is a trapezoid -- Area of Base  =  ½·(height)·(base₁ + base₂)

                                                                 =  ½·(65)·(80 + 50)

                                                                 =  4225

Volume  =  (4225) x (72)  =  304.200 cubic centimeters.

Let         x  =  number of pounds of chamomile tea

            17  =  number of pounds of orange tea

      17 + x  =  total number of pounds

   18.50x + 12.25(17)  =  14.25(17 + x)

        18.50x + 208.25  =  242.25 + 14.25x

                         4.25x  =  34.00

                                x  =  8 pounds

c)  There are 5 even digits (0, 2, 4, 6, 8)

      First digit       = 5 possibilities

      Second digit  = 4 possibilities

      Third digit      = 8 possibilities

      First letter      = 26 possibilities

      Second letter = 25 possibilities

      Third letter     = 24 possibilities

      Total number of possibilities = 5 x 4 x 8 x 26 x 25 x 24 = ...

d)  First digit        = 9 possibilities

     Second digit   = 9 possibilities

     Third digit       = 8 possibilities

      First letter      = 26 possibilities

      Second letter = 25 possibilities

      Third letter     = 24 possibilities

      Total number of possibilities = 9 x 9 x 8 x 26 x 25 x 24 = ...

I have some constructive things to say:

If you are not explicitly endorsing Discord, then edit the post above and remove the

“Recommended by Melody” line, or at least strike it out.

Add some fries to AsadRehman’s Happy Meal –he’s definitely a few fries short...

To find the area of the extension, I'm going to find the total area (patio and extension) and subtract the patio.

Total area:  length  =  1.5 + 6.25 + 1.5  =  9.25     height  =  1.5 + 6.25  =  7.75

    Total Area  =  9.25 x 7.75  =  71.6875

Area of the patio  =  6.25 x 6.25  =  39.0625

Area of the extension  =  Total Area - Area of the patio  =  71.6875 - 39.0625  =  32.625

Area covered by one box of tiles:  25 x 0.25 x 0.25  =  1.5625

Number of boxes needed:  32.625 / 1.5625  =  20.88  =  21 boxes

rileypiccolo@gmail.com

or pm me 

Thx!

Can you link some source or some proof to show that our files our at risk?? If it was a very important security patch, and fixes a bug, I'm sure they would've gave everybody a pop-up or some way to let us know theres a bug that could cause this...

this has nothing to do with volume.

BOX A

2 side of 3"x4" = Side A

2 side 10"x3"= Side B

2 side 10"x4" = Side C

therefore

area of Side A + Area of Side B + Area of Side C = total carboard

so

2(3x4) + 2(10x3) + 2(10x4)

2(12)   + 2(30)     + 2(40)

24        + 60         + 80

TOTAL AREA BOX A = 164 square inches

BOX B

Area of a right triangle is 1/2 x base x height (can also be expressed as "0.5 x base x height" or "(base x height)/2" )

therefore

both triangular sides have 2 right trianges each.

this means we have

2 sides (0.5 x 8 x 3) x 2 which reduces to: 2 sides of 8 x 3 (beause the .5 and the 2 cancel each other out)

therefore we have in total

2 sides of 8 x 3

1 side of 8 x 6

2 sides 5 x 6

therefore

2(8 x 3) + (8 x 6) + 2(5 x 6)

2(24)    + (48)      + 2(30)

48        + 48         + 60

TOTAL AREA BOX B = 156 square inches

f(x)  =  4x² + 18

f(x)  =  4a² + 18

f(a + h)  =  4(a + h)² + 18  =  4(a² + 2ah + h²) + 18  =  4a² + 8ah + 4h² + 18  

[ f(a +h) - f(a) ] / h  =  [ (4a² + 8ah + 4h² + 18) - (4a² + 18) ] / h

                              =  [ 4a² + 8ah + 4h² + 18 - 4a² - 18 ] / h 

                              =  [ 8ah + 4h² ] / h

                              =  8a + 4h

Angles  BFD  and  CED  are corresponding angles.

Working backwards -- there were 7 left over.

Charles ate one extra cherry; putting it back, there were 8 cherries.

He ate 5/6^ths of the cherries; so the 8 represents 1/6^th of the cherries; 6 x 8  =  48 cherries.

Brian put 2 cherries back (I hope he put them back before he ate them!):  48 - 2  =  46 cherries.

This represents 2/3^rds of the cherries:  46 x 3/2  =  69 cherries.

Alex ate one extra cherry:  69 + 1  =  70 cherries.

He ate 1/2 of the cherries:  70 x 2  =  140.

Checking:

Start with 140 cherries.

Alex:  Eat 1/2 of them (70) plus one more -- leaving 69 cherries.

Brian:  Eat 1/3 of them (23) but put 2 back -- leaving 48 cherries.

Charles:  Eat 5/6 of them (40) plus one more -- leaving 7 cherries.

What is your email address?

ur nice thaaaanks

Since it fills at the rate of 16 L/min, the slope of the function is 16.

Since there is initially 350 LIf , the y-intercept of the function is 350.

Therefore, the function is:  V(t)  =  16t + 350.

If the pond has a capacity of 1694 L:   1694  =  16t + 350

                                                             1344  =  16t

                                                                   t  =   ...

thank u

To find the total number of bricks, you can use this formula:  Sum  =  n(t₁ + t_n) / 2

where  n = number of numbers = 17

           t₁ = first number = 118

           t_n = last number =  ??

To find t_n, you can use the formula:  t_n = t₁ + (n - 1)·d

where d = common difference = -5

--->   t_n  =  118 + (17 - 1)·(-5)  =  38

--->   Sum  =  17(118 + 38)/2  =  1326 bricks.

If the function is this:  f(t)  =  (-3/2)t + 8

the rate of change is the slope.

The slope of this function is -3/2.

Bob has the fewest cards; call the amount that Bob has:  x

Allen has four times as many cards as Bob; Allen has 4x

Jane has twice as many cards as Allen; Jane has 8x

Together, they have 468 cards:  x + 4x + 8x  =  468

                                                                13x  =  468

                                                                    x  =  36

Bob:     x  =  36

Allen:  4x  =  ...

Jane:  8x  =  ...