P Take a Test Joshua gibson Google Chrome https 123098736cen

P Take a Test Joshua gibson Google Chrome https:// 123098736&centerwin; yes&fromPlayerCheck; yes Test: Chapter 11 Test Time Remaining 0 This Question 1 Pt This Test 19 pts Use the principle of mathematical induction to show that the following statement is true for all natural numbers n. 7+6+ (9. We need to show first that the given statement holds for nl. left side 9-1 ght side So the statement is true for al. Condition I holds. What needs to be done next? OA. Assume the statement holds for some k, and determine whether it then holds for 1 OB. Determine whether the statement holds for any numbe-1 Oc. Determine whether the statement holds for some k. OD. Assume that the statement holds fok 1, and determine whether it holds fac -2 Assume that the given statement holds for some natural number k. 7 09-k k(17-k Now write the statement for el, and determine if it is true assuming the statement is true for k. Write the left side of the statement fork 7 09-k Write the right side of the statement foskd. 7 09-k (9- (k+ (Use integers or fractions for any numbers in the expression. Type your answer in factored form.) Use the statement for K-7 (9 -k k(17-k, to simplify the left side. HE Search the web and Windows Joshua gibson 3/17/16 1:04 PM Overview 2 of 19 complete A Previous Questio Next Questior Submit Te A 1:05 PM 4 Ea 3/17/2016

Solution

option A) is true

We assume that it is true for k ,and determine weather it hold for k+1