Write the MIPS instructions that compute the equation $t$0=$ $t$0*127\mathrm{.}75$ without using multiplication and division instructions.

sll $t$1,$ $t$0,7$ # $t$1=$ $t$0*128$

sll $t$2,$ $t$0,6$ # $t$2=$ $t$0*64$

add $t$1,$ $t$1,$ $t$2$ # $t$1=$ $t$1+$ $t$2$

sll $t$2,$ $t$0,5$ # $t$2=$ $t$0*32$

add $t$1,$ $t$1,$ $t$2$ # $t$1=$ $t$1+$ $t$2$

sll $t$2,$ $t$0,4$ # $t$2=$ $t$0*16$

add $t$1,$ $t$1,$ $t$2$ # $t$1=$ $t$1+$ $t$2$

sll $t$2,$ $t$0,3$ # $t$2=$ $t$0*8$

add $t$1,$ $t$1,$ $t$2$ # $t$1=$ $t$1+$ $t$2$

sll $t$2,$ $t$0,2$ # $t$2=$ $t$0*4$

add $t$1,$ $t$1,$ $t$2$ # $t$1=$ $t$1+$ $t$2$

sll $t$2,$ $t$0,1$ # $t$2=$ $t$0*2$

add $t$1,$ $t$1,$ $t$2$ # $t$1=$ $t$1+$ $t$2$

add $t$1,$ $t$1,$ $t$0$ # $t$1=$ $t$1+$ $t$0($$t$1=$ $t$0*127)$

sll $t$2,$ $t$0,1$ # $t$2=$ $t$0*2$

add $t$2,$ $t$2,$ $t$0$ # $t$2=$ $t$2+$ $t$0($$t$2=$ $t$0*3)$

sra $t$2,$ $t$2,2$ # $t$2=$ $t$2/4($$t$2=$ $t$0*0\mathrm{.}75)$

add $t$0,$ $t$1,$ $t$2$ # $t$0=$ $t$1+$ $t$2($$t$0=$ $t$0*127+$ $t$0*0\mathrm{.}75)$