Assume that the currency-deposit ratio is 0-11- the required reserve r.pdf
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Assume that the currency-deposit ratio is 0.11, the required reserve ratio is 0.05, and the excess reserves to deposit ratio is 0.14. If the monetary base is $6 trillion, find (a) the amount of currency in circulation in trillions of dollars; (b) required reserves in trillions of dollars; (c) excess reserves in trillions of dollars; (d) simple deposit multiplier which ignores leakages; (e) Actual money multiplier; and (f) Money supply in trillions of dollars. (Round all answers to one decimal point).
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#include <GLFW\glfw3.h>
#include "linmath.h"
#include <stdlib.h>
#include <stdio.h>
#include <conio.h>
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void processInput(GLFWwindow* window);
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enum ONOFF { ON, OFF };
class Brick
{
public:
float red, green, blue;
float x, y, width;
BRICKTYPE brick_type;
ONOFF onoff;
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{
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};
void drawBrick()
{
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{
double halfside = width / 6;
glColor3d(red, green, blue);
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};
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{
public:
float red, green, blue;
float radius;
float x;
float y;
float speed = 0.01; //speed of circles
int direction; // 1=up 2=right 3=down 4=left 5 = up right 6 = up left 7 = down right 8= down
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}
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PLEASE USE GIVEN CODE BELOW WITH NO ADDITIONAL LIBRARIES
#include <GLFW\glfw3.h>
#include "linmath.h"
#include <stdlib.h>
#include <stdio.h>
#include <conio.h>
#include <iostream>
#include <vector>
#include <windows.h>
#include <time.h>
using namespace std;
const float DEG2RAD = 3.14159 / 180;
void processInput(GLFWwindow* window);
enum BRICKTYPE { REFLECTIVE, DESTRUCTABLE };
enum ONOFF { ON, OFF };
class Brick
{
public:
float red, green, blue;
float x, y, width;
BRICKTYPE brick_type;
ONOFF onoff;
Brick(BRICKTYPE bt, float xx, float yy, float ww, float rr, float gg, float bb)
{
brick_type = bt; x = xx; y = yy, width = ww; red = rr, green = gg, blue = bb;
onoff = ON;
};
void drawBrick()
{
if (onoff == ON)
{
double halfside = width / 6;
glColor3d(red, green, blue);
glBegin(GL_POLYGON);
glVertex2d(x + halfside, y + halfside);
glVertex2d(x + halfside, y - halfside);
glVertex2d(x - halfside, y - halfside);
glVertex2d(x - halfside, y + halfside);
glEnd();
}
}
};
class Circle
{
public:
float red, green, blue;
float radius;
float x;
float y;
float speed = 0.01; //speed of circles
int direction; // 1=up 2=right 3=down 4=left 5 = up right 6 = up left 7 = down right 8= down
left
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{
x = xx;
y = yy;
radius = rr;
red = r;
green = g;
blue = b;
radius = rad;
direction = dir;
}
void CheckCollision(Brick* brk)
{
if (brk->brick_type == REFLECTIVE)
{
if ((x > brk->x - brk->width && x <= brk->x + brk->width) && (y > brk->y - brk->width
&& y <= brk->y + brk->width))
{
direction = GetDirection();
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y = y + 0.02;
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}
else if (brk->brick_type == DESTRUCTABLE)
{
if ((x > brk->x - brk->width && x <= brk->x + brk->width) && (y > brk->y - brk->width
&& y <= brk->y + brk->width))
{
brk->onoff = OFF;
}
}
}
int GetDirection()
{
return (rand() % 8) + 1;
}
void MoveOneStep()
{
if (direction == 1 || direction == 5 || direction == 6) // up
{
if (y > -1 + radius)
{
y -= speed;
}
else
{
direction = GetDirection();
}
}
if (direction == 2 || direction == 5 || direction == 7) // right
{
if (x < 1 - radius)
{
x += speed;
}
else
{
direction = GetDirection();
}
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if (direction =.
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different times throughout a year. Proof that it orbits the Earth in an ellipse. e) A diagram that
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throughout a year. Proof that it orbits the Earth in an ellipse..
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of 8 bits, and a single sign bit for the number):
Convert 12.345 to the floating-point binary representation. (Remember we learned "implied one"
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Assume the random variable X has a binomial distribution with the given probability of
obtaining a success. Find the following probability. given the number of trials and the probability
of obtaining a success. Round your answer to four decimal places. P ( X 4 ) , n = 7 , p = 0.5
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sweet". Translate the following statements into symbolic notation using compound propositions.
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If the government implements a $2 per-unit tax, payable by the seller , what is the marginal cost
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P Q s
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$103 101
$117 102
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