Question

please give me answer step by step​

Answer 1

Answer:

You can get multiple, in fact infinite answers here

(i) -21/60 , -22/60 , -23/60 , -24/60 , -29/60

(ii) 87/120 , 81/120 , 90/120 , 118/120 , 119/120

(iii) -181/240 , -190/240 , -191/240 , -199/240 , -239/240

(iv) -2.1 , -2.2 , -2.3 , -2.4 , -2.5

(v) 2.1 , 2.2 , 2.3 , 2.4 , 2.9

(vi) 33/120 , 34/120 , 35/120 , 36/120 , 37/120

(vii) 4.1 , 4.2 , 4.3 , 4.5 , 4.8

(viii) 11/70 , 12/70 , 13/70 , 15/70 , 19/70

Explanation:

Many methods to do this , showing only one

(i) for fractions , make the denominators same , to do that

Take LCM of denominators of -1/3 and 1/2 , which is 6

then multiple each fraction with a number so their denominators are as of LCM , here we multiplied 3 with 2 in first fraction and 2 with 3 in second fraction

Now since the gap between the number 2 and 3 is only one you can further multiply both sides with 10 or something

Pick any 5 numbers in between

(ii) Same as the first bit

(iii) Same again

(iv) Here we got integers , you can either write in decimals or fraction , your choice

write -3 as -3/1  or -3.0 , then increase the values by a very small fraction/amount like 0.1 , 0.0001 or do as above with fractions

(v) Same as bit (iv)

(vi) (vii) are just examples of the same types elaborated above

(vii) if the denominators are same , multiply both fractions with any number like 10 and write down any 5 fractions between the upper and lower limit