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I find the wording of this question confusing.

I will change it to indicate the question that I am answering.   

Three airports A, G, E forms a triangle. Airport G has a bearing of 52 degrees FROM airport A. Airport A has a bearing of 216 degrees FROM airport E. Airport G is 200 feet from Airport A and Airport E is 160 feet from Airport A. How far sorts are airports G and E? What is the bearing of airport E FROM airport G?

I have drawn this diagram to scale.  Getting the sketch right is always the trickiest bit.

Use cosine rule to find the length of EG

Then use sine rule to find angle  $$\theta$$  

The bearing of E from G is (180+52+$$\theta$$ ) degrees

.

night here it is 3:35 pm

thanks oh And Have A Good Day tommorow i might be on so Bye! *drops ipad and starts sleeping*

Good night, Jillybean......sleep tight...!!!

Thanks! and who are you

Good night Jillybean   

if you are asking what is 15% of 19.6, the answer is found by (.15*19.6); and the answer is 2.94

An ob – nox- ious Christ - mas carol pa rum pa pum pum

You will hear this song for - ever pa rum pa pum pum

This will play again and again pa rum pa pum pum

You will not escape it ever pa rum pa pum pum

It‘s a curse of the earth pa rum pa pum pum

It was written to tor - turer you pa rum pa pum pum

For being so dumb pa rum pa pum pum

You can’t escape its sound pa rum pa pum pum

you bang your head on the ground pa rum pa pum pum

It throbs while things spin around pa rum pa pum pum

But It sounds like a drum pa rum pa pum pum

You curse the day you were born and start to run.

pa rum pa pum pum pa rum pa pum pum

k**l that drum - mer boy, you start to hum

The ox and lamb offer to help

The happy dogs begin to yelp

pa rum pa pum pum You grab the drum - mer boy by his sticks

Hammer that bast - ard - begin with kicks pa rum pa pum pum pa rum pa pum pum

Keeping time while Mary nods pa rum pa pum pum

All who watch give applauds as pa rum pa pum pum pa rum pa pum pum

The drum - mer boy is now dead pa rum pa pum pum

But his drum still beats your head pa rum pa pum pum pa rum pa pum pum

pa rum pa pum pum pa rum pa pum pum

The loony bin awaits

pa rum pa pum pum pa rum pa pum pum

pa rum pa pum pum pa rum pa pum pum

. . . . . . . . . . . . . . .

Merry freakin’ Christmas pa rum pa pum pum

First, get x by itself

y = 5x + 4    subtract 4 from both sides

y - 4 = 5x     divide both sides by 5

(y - 4) / 5 = x     "switch"  x and y

(x - 4) / 5 = y      for 'y," write  f^-1(x)

So

f^-1(x)= (x - 4) / 5

And that's the inverse

Yeah....jillybean.....you and I might be fighting over that fudge......LOL!!!

Use the change-of-base rule, i.e.,  ( log 44 / log 7 )

1 and that is me

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Thanks                        

You have to enter an expontent  !!

Thanks Chris, I enjoyed your song :)

and Jillybean, I bet you sang it beautifully too.  

Thanks anon 

I have given this the green puzzle icon and I have added it to

Logic Puzzles in the the sticky notes.    

There is a sticky note in the bottom right of this page called.

"How do I type in fractions ?"

A great answer - thanks anon - why don't you join up andlet us get to know you ?

We'd love that :)

If you mean

$${\mathtt{h}}{\mathtt{\,\times\,}}{\mathtt{7}}{\mathtt{\,\times\,}}{\mathtt{4}} = {\mathtt{28}} \Rightarrow {\mathtt{h}} = {\mathtt{1}}$$

But if you mean

$$\\h^7*4=28\\\\
h^7=7\\\\
h=\sqrt[7]{7}\\\\
$which can also be written as $\\\\
h=7^{1/7}\\\\
$which is approximately equal to$$$

$${{\mathtt{7}}}^{\left({\frac{{\mathtt{1}}}{{\mathtt{7}}}}\right)} = {\mathtt{1.320\: \!469\: \!247\: \!756\: \!123\: \!7}}$$

My guess -- emphasis upon 'guess' -- is that you are attempting to place a number that is way too large for the integer location and so the process used to change from a floating point to an integer results into a nonsensical answer.

The second equation:  y - 6x  =  7  can be written as:  y  =  6x + 7.

Written this way, you can see that it has a slope of 6 and a y-intercept of 7.

The first equation:  y  =  6x -6  also has a slope of 6 but it has a y-intercept of -6.

Since both lines have the same slope, they are parallel.