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stephanie johnson

stephanie j.

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I've also tried to earn some money by mowing some neighbors' lawns, but it hadn't exactly worked out. This guy across the street , Mr. Grey, hired me to mow his lawn for the summer and then didn't pay me . don't know what I can do to get the money he Owes me. Did you offer to mow his lawn or did he ask you to do it? Did you have your parents ' permission to use their lawn mower ? If not , the profits belong to them . Did you file the proper paperwork with the IRS for your business? Submit

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â–¼ Part A Which of the following choices best exemplifies an aspect of health-related quality of life? O ability to maintain supportive social relationships a life expectancy of 77.3 years O a blood pressure reading in the normal range O eligibility for federal food assistance

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Find g(2) and g(3). g(x) = 8x2 − x + 5

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#include <stdio.h> #include <stdlib.h> #include <string.h> #include <pthread.h> #include <unistd.h> char* decrypt(char* str_message, int key){ // Fill in this function... return str_message; } void *decrypt_thread(void *arg) { } int key = 2; // shift 2 times to decrypt the message char *str_message /* ??? */; decrypt(str_message, key); void *usr = malloc(strlen(str_message) + 1); // +1 for null terminator strcpy(usr, str_message); /* ??? */ // Hint 1: You can use strlen function to find the length of the string for malloc function. // Hint 2: You can use strcpy function to copy the decrypted message to the allocated memory. // Notice: Do not return use pthread_exit function to return the decrypted message. int main(){ pthread_t t1, t2; //THREAD YAPISI IÇIN MEMORY DE YER AÇTIM char *str_message1 = strdup("FKUEQXGTA"); char *str_message2 = strdup ("OKUUKQP"); void *first; // it will be used to store the return value of the first thread void *second; // it will be used to store the return value of the second thread /* Fill in this part... 1. Create threads 2. join threads 3. print the decrypted messages 4. free memory */ pthread_exit(NULL);

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1995 6. A rectangular box without a lid is to be made from 12 m² of sheet metal. i) If the length, width and height of the box are given by \(x\), \(y\) and \(z\) metres respectively, show that the constraint function for this problem is given by: \(g(x, y, z) = 2xz + 2yz + xy - 12 = 0\). ii) Use the method of Lagrange multipliers and the constraint function given in part (i) to determine the maximum possible volume of the box.

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Question 1: There are various dimensions of development which include political, social, economic and environmental among others. With practical examples, critically analyse three of the dimensions mentioned above. How have these impacted the definition of development?

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Find the terminal point P(xy) on the unit circle determined by the given value of t. --5 (Pxy) Need help?

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1- The shaft with circular cross-section has a radius of (7/16) in. Half of the shaft which is (5/16) in-radius cavity is drilled from the side B. Both sides of the shaft are fixed to the wall. A torque T is applied at the middle of the shaft. Calculate the support reactions at A and B. (The value of T is the last two digits of your student ID number. For example, if your student ID is 904123257, T is 57 lb.ft)

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B. Answer the following true-false questions: 1. Under perfect competition, there can be no inequality because everyone is treated the same. 2. Horizontal equity states that everyone in the same class is treated the same. 3. Robert Reich believes there is market failure and therefore a need for government intervention. 4. A policy tool to address income inequality is a sales tax. 5. The term monopoly power is used in economics when a political party controls all branches of government.

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give 2 examples how families might use and contribute to community resources

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