floating-point code snippets in matlab

consider the floating point system: f=[a=2,k−=−6,k+=6,t=4] the number of positive normalized elements in the system is in matlab

consider the floating point system: f=[a=2,k−=−6,k+=6,t=4]the distance between 1 and its right neighbour (ε1 ) is: in matlab

consider the floating point system: f=[a=2,k−=−6,k+=6,t=4]the smallest positive, normalized element (ε0 ) is: in matlab

f=[a=2,k−=−5,k+=5,t=5] the normalized, regularly rounded representation of 0.653 is: in matlab

in the floating point number system f=[a=2,k−=−4,k+=4,t=6] the normalized, regularly rounded representation of 0.435 is: in matlab

in the floating point number system f=[a=2,k−=−5,k+=5,t=5] the normalized, regularly rounded representation of 0.209 in matlab

in the floating point number system f=[a=2,k−=−6,k+=6,t=5] the normalized, regularly rounded representation of 0.654 is: in matlab

in the floating point number system f = [a = 2, k− = −4, k+ = 4, t = 5] the normalized, regularly rounded representation of 0.804 is: in matlab

the smallest positive, normalized element (ε0) f = [2, -5, 5, 4] in matlab