$8\mathrm{.}6$ LAB: Array of Fibonacci sequen$8\mathrm{.}6$ LAB: Array of Fibonacci sequence $-$ loop

Write a program to populate an array with Fibonacci numbers. The Fibonacci sequence begins with $0$ and then $1,$ each following number is

the sum of the previous two numbers. Ex: $0,1,1,2,3,5,8,13.$ Assume the size of the array is always at least $1.$ Use the $\text{'}+\text{'}$ button under the

Registers display to store the size of an integer array in $ to and the address of the first element of the array in the memory in $$1.$

Ex: If $ to and $ t $1$ are initialized in the simulator as $5$ and $5000,$ the data memory starting at address $5000$ will contain:

Line $1$ main:

Line $2$ sw $t$2,0($$$t1)$

Line $3$ addi $ t$1,$ $ t $,4$

Line $4$

Line $5$

Sw $t$2,0($$$t1)$

Line $6$

addi $$t1,$$$t1,4$

Line $7$

Line $8$

Line $9$ fib$\_$loop:

Line $10$ add $t$7,$ $t$5,$ $t$6$

Line $11$ sw $t$7,0($$$t1)$

Line $12$

Line $13$

Line $14$

Line $15$

Line $16$

Line $17$

Line $18$

Line $19$

addi $$t3,$$$t3,1$

addi $$t1,$$$t1,1$

move $t$5,$ $t$6$

move $t$6,$ $t$7$

bne $t$3,$ $t$0,$ fib$\_$loop

Compare storage $A$

Write a program to populate an array with Fibonacci numbers. The Fibonacci sequence begins with $0$ and then $1,$ each following number is

the sum of the previous two numbers. Ex: $0,1,1,2,3,5,8,13.$ Assume the size of the array is always at least $1.$ Use the $\text{'}+\text{'}$ button under the

Registers display to store the size of an integer array in $$t0$ and the address of the first element of the array in the memory in $$t1.$

Ex: If $ t$0$ and $ t $1$ are initialized in the simulator as $5$ and $5000,$ the data memory starting at adress $5000$ will contain: