Str r0, storing the number in a memoryĬmp r4,#00 comparing the counter to zero Ldr r2,=0x40000000 address to store fibonacci numbersīack add r0,r1 adding the previous two numbers Mov r4,#10 No of fibonacci numbers to generate Sub r0,r0,#01 assigning -1 to first register Algorithm:Ģ)Initialize R0 with -1, R1 with +1, counter R4 with 10 and first memory location with R2Ħ)Change R0 and R1 i.e store the added result in R1 and store R1 in R0 by taking temporary variable R3Ĩ)If the counter is less then repeat step 3,4,5,6,7,8ĩ)Stop Code goes here: area ascen,code,readonly So in this, we should initialize the first two numbers as -1 and +1 so that our algorithm works fine. In this article let’s learn how to find the first 10 Fibonacci numbers.Usually Fibonacci numbers start from 0,1,1,2……In this, we can observe that the present number in Fibonacci is the summation of the previous two numbers.
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