Find the greatest integer that is equal to or less than the following sum :
Find the greatest integer that is equal to or less than the following sum : 1...
Find the sum of all multiples of int m that are less than or equal to int n. Assume that m and n are positive. For example, sumMultiples(3, 10) returns 18 because the multiples of 3 that are less than or equal to 10 are 3, 6, and 9, and 3 + 6 + 9 = 18. sumMultiples(3, 10) → 18 sumMultiples(10, 20) → 30 sumMultiples(10, 9) → 0
P395 The symbol [x] [33, [2.1 2, [-4.5] = of period 1. Hint: Sketch the function. means the greatest integer less than or equal to r (for example, - ]-in an exponential Fourier series -5). Expand - 2r ix e ,-4πία e e2πία e4Tix *.) Answer: 2T 2 1 1 P395 The symbol [x] [33, [2.1 2, [-4.5] = of period 1. Hint: Sketch the function. means the greatest integer less than or equal to r (for example, - ]-in...
Write a program “hw4.c” that reads integer (less than or equal 100) from the keyboard and, on the output, writes the sum of the divisors of n (other than itself). For integers less than or equal to 1 it should print 0. For example, the input -3 0 1 4 5 6 12 should generate the output 0 0 0 3 1 6 16 Explanation of output: The input -3 is less than 1, output is 0. The input 0...
1. Write a for loop that prints the sum of all positive even integers less than 200. Assume that variables i and sum are already declared. 2. Write a while loop that prints the sum of all positive odd integers less than 100. Assume that variables i and sum are already declared. 3. Write a do-while loop that prints the sum of all positive multiples of 3 less than or equal to 150. Assume that variables i and sum are...
last part is -1 is less than or equal to x is less than or equal to 2. 3. For the curved function graphed below a) Determine the instantaneous rate of change at x= -1. 1 2 b) Determine the average rate of change on the interval -1 <S 2 3. For the curved function graphed below a) Determine the instantaneous rate of change at x= -1. 1 2 b) Determine the average rate of change on the interval -1
Which of the following is true? O A firm is worth less than the sum of its projects' values. O The projected free cash flows of a firm equal the sum of the free cash flows from the firm's current and future investments. The free cash flows of a firm should be discounted at the firm's cost of debt. O The free cash flow model of the firm conflicts with the use of the NPV rule to select projects that...
1 less than twice the sum of a number and 3
Find the largest floating point integer so that it and all positive integers less than it are representable
Find k so that the following function is continuous on any interval:f(x)= kx 0 (less than or equal to) x (less than) 23x^22 (less than or equal to x)i know the answer is 12 but i don't know how to arrive at that. could you please walk me through the steps? thanks.
Two dice are rolled. Find the probability of getting: A sum greater than 9 or less than 4 (round to 4 decimal places)