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ugh... this makes my head spin...

I like it :)

1. Don't know how to solve this.......maybe someone else knows....

2. m<DBC =m<DCB - m<BDC  =  90 - 35   = 55

3.  We can use the fact that the procucts of chord segments in a circle are equal....so

4 * 6  = 3 * n

24 = 3n   divide both sides by 3

8 = n

4. Based on my answer to 3......can you do this one???....if,not....let me know....

5. BC is not a tangent line because m<ABC  less than  90dg

To see this....note that the other two angles of triangle ABC =    48 + 47  =  95

So  m<ABC  =   180  - 95   =  85.....and remember, if BC is tangent, then m<ABC  must = 90

Two sides are the same length in an isos triangle  so the sides could be

22  22  27     = 71

or    22  24.5  24.5    =  71

50 x 10% = 50 x .1 = 5

Using the Web2.0 calculator

acos(5.8/17) = 70.051432773952 degrees

You need 2 Na atoms to create 1 atom of Na2 SO4   so sodium is the limiting reagent

3.75 moles  /  2moles/mole-molecule = 1.875 moles Na2SO4

9^1/2   means   sqrt(9) = 3

You will have 1 corndog left 

You know, I am often amazed how many pets seem to like the friendly neighbor more than they do their master or mistress. 

For over twelve years, I’ve volunteered at a pet shelter, and we’ve had about every kind of pet you might think of: Along with dogs, cat and birds, there have been many reptiles (including an alligator), snakes (including the poisonous kind) and even monkeys (never a chimp, but one works there, though), but one thing we’ve never had was a pet rock. I should bring one in.

l (2/13)x + 5/26 l   ≤  9/52

We actually have two equations, here because  if   l a l   ≤  b     then either a ≤ b  or -a  ≤ b....so we have

(2/13)x  + 5/26  ≤  9/52     getting common denominators, we have

(8/52)x + 10/52 ≤ 9/52      multiplying throgh by 52 to clear the fractions, we have

8x + 10   ≤  9       subtract 10 from both sides

8x ≤ -1   divide both sides by 8

x ≤ -1/8

And the other solution is :

- [(2/13)x  + 5/26 ]  ≤  9/52     simplify

-(2/13)x - 5/26 ≤ 9/52  getting common denominators, we have

-(8/52)x - 10/52 ≤ 9/52      multiplying throgh by 52 to clear the fractions, we have

-8x - 10   ≤  9       add 10 to both sides

-8x ≤ 19   divide both sides by -8  and reverse the inequality sign

x ≥ -19/8

So...the solution  interval is    -19/8   ≤  x    ≤   -1/8

Here's the graph demonstrating this  : https://www.desmos.com/calculator/nckzdetuth

remember G.E.M.S.

G = grouping (absoulute values and brackets, ect)

E = exponants (to the power of. or ^ )

M = multiplication (this includes division)

S = Subtraction (includes addition )

I think you can solve it now.

Hahahahahaha...............................................................................................................................................................................................................................................................I don't get it 

UMMMMMMM let me think 1

Because it was " a cute"  duck.......and  acute ducks never cross at more than 90°.....!!!!

yellow and brown becase you are disquesting

yellow and brown becase you are disquesting

5 : 7 :10  indicates that there are 22  equal parts.....so

5 / 22  of 110  =   25

7 / 22 of 110  =  35       and

10 / 22 of 110  =  50

Check that   25 + 35 + 50   =   110

10

400

To be technically correct, GA.......I chase the boulder up the hill.......but......it usually chases me back down!!!.....however......most of the time......I farm this duty out to  Sisyphus......so......my "pet rock" is really more his "pet rock"

Uh.....wait just a sec....I think I see him now.....

The whos are laughing yeah punk yeah yeah you worthless piece of shie yeah punk😖😡😎😋 

2. They're trying to trick you here.....hoping that you will choose 18 : 555.....unfortunately....that's not correct...we need to compare like units.... namely, feet.....18 in  = 1.5 ft....so.....

1.5 : 555  = 1 : x        set up as two fractions

1.5 / 555 =  1 / x     cross-multiply

1.5x   =  555    divide both sides by 1.5

x = 370

So....   1 : 370    is correct

3.   Δ HTM  is similar  to Δ MTA  is similar to  Δ HMA