goochie1234

How do the balance sheets of saving institutions differ from commercial banks? and how do their sizes compare?

Most non-financial firms would never hold as much of their assets in safe liquid securities as banks do. Why do banks maintain such a high percentage of investment in securities? Have banks gotten into trouble by improperly investing these liquid assets? Why? Cite specific recent examples. What are the new regulations on bank reserve requirements? Why were they enacted?

a satellite dish is shaped like a paraboloid of revolution. the signals that emanate form a sattelite strike the surface of the dish and are reflected to a single point, where the receive is located.if the dish is 16 feet across at its opening and 5 feet deep at its center, at what position should the receiver be placed.

14. (sec beta -1)(sec beta +1)=tan^2 beta

Establish the identity

Multipy and write the left side expression as the difference of two squares

The expression from the last step used what

reciprocal identity

even odd

Pythagorean

cancellation

quotient

a satellite dish is shaped like a paraboloid of revolution. the signals that emanate form a sattelite strike the surface of the dish and are reflected to a single point, where the receive is located.if the dish is 14 feet across at its opening and 4 feet deep at its center, at what position should the receiver be placed.

A satellite is shaped like a paraboloid of revolution. the Signals that emanate from the satellite strike the surface of the dish and are reflected to a single point, where the receiver is located. if the dish is 14 feet across the opening and 4 feet deep at its center, at what position should the receiver be placed

A satellite is shaped like a paraboloid of revolution. the Signals that emanate from the satellite strike the surface of the dish and are reflected to a single point, where the receiver is located. if the dish is 14 feet across the opening and 4 feet deep at its center, at what position should the receiver be placed?

(x-1)^2=-(y-2)

The focus is?

the directrix Is? for x and y?

And whats the graph thanks

find the equation of the parabola describe below find the two points that define the latus rectum graph the equation?

vertex at (3,-2) and focus at (3,-4)

I got

(x-1)^2=-4(y+3) ?? This correct?

Not sure how to find the two points of the latus rectum And graph? Thanks

a=30 and b=16

Sinθ=

cosθ=

tanθ=

cscθ=

secθ=

cotθ=

to find the length of the span of a proposed ski lift from A to B , a surveyor measures the angle DAB to be 25 degree and than walks off a distance of L=1100 feet to C and measures the angle ACB to be 15 degrees what is the Distance from A to B?

[3(cos105degree+ i sin 105 degree )]^3

a=11 b=11 c=11

Solve for each unknown value in degrees A= B= C= Thanks

Find the Distance from A to C across the gorge A,B ,C triangle angle A is 15 degrees and distance between c and b is 110 feet ?

||v||-||w||=? simplify

what does 4v+2w =?

1. the rectangular point are given. Find the polar coordinates (R, θ) of this point with θ expressed in radiant. Let R>0 and -2pi< θ<2pi

2. the letters X and Y represent rectangular coordinates, write the given equation using polar coordinates (r,θ)

A. 2r^2 sin (2θ)=1

B.2r^2 cos (2θ)=1

C. 4r^2 sin (2θ)=1

D. 4r^2 cos(2θ)=1

3.the letters X and Y represent rectangular coordinates, write the given equation using polar coordinates (r,θ)

A. r= 5/ cosθ + sin θ

B. r=5

C. r^2=5/ cosθ + sin θ

D. r^2=5

1. The letters r and θ represent polar coordinates. write a given equation using rectangular coordinates (x,y)

r=10 cos θ

2. transform the polar equation to an equation in rectangular coordinates.

r=8 what is the standard form of the equation in rectangular form?

What is the graph of this equation

A. circle with center (0,0), radius 64

B.circlewith center (0,0), radius 8

C. horizontal line

D vertical line

3.transform the polar equation to an equation in rectangular coordinates.

r cosθ=7 what is the standard form of the equation in rectangular form?

What is the graph of this equation?

A.circle with center (7,0)

B.circle with center (0,7)

C. vertical line

D. horizontal line

4.find the rectangular coordinates of the point given in polar coordinates

(4150 degrees)

Need some help here please

1. the rectangular point are given. Find the polar coordinates (R, θ) of this point with θ expressed in radiant. Let R>0 and -2pi< θ<2pi

2. the letters X and Y represent rectangular coordinates, write the given equation using polar coordinates (r,θ)

A. 2r^2 sin (2θ)=1

B.2r^2 cos (2θ)=1

C. 4r^2 sin (2θ)=1

D. 4r^2 cos(2θ)=1

3.the letters X and Y represent rectangular coordinates, write the given equation using polar coordinates (r,θ)

A. r= 5/ cosθ + sin θ

B. r=5

C. r^2=5/ cosθ + sin θ

D. r^2=5

4. the letters r and θ represent polar coordinates. write the given equation using the rectangular coordinates (x,y)

r=8

0=?

Please need some help a little confused?