In an arithmetic sequence , if 17 is the 3rd term, -25 is the 17th term , then which term is -1 ?A9B10C11D12Answer: A. 9 Read Explanation: an=a+(n−1)da_n=a+(n-1)dan=a+(n−1)da+2d=17a+2d=17a+2d=17a+16d=−25a+16d=-25a+16d=−2514d=−4214d=-4214d=−42d=−42/14=−3d=-42/14=-3d=−42/14=−3a−6=17a-6=17a−6=17a=23a=23a=23a+(n−1)d=−1a+(n-1)d=-1a+(n−1)d=−123+(n−1)−3=−123+(n-1)-3=-123+(n−1)−3=−123+(n−1)3=−2423+(n-1)3=-2423+(n−1)3=−24n−1=8n-1=8n−1=8n=9n=9n=9 Read more in App