Find:

(i) 1.3 x 10 (ii) 36.8 x 10


(iii) 153.7 x 10 (iv) 168.07 x 10


(v) 31.1 x 100 (vi) 156.1 x 100


(vii)3.62 x 100 (viii) 43.07 x 100


(ix) 0.5 x 10 (x) 0.08 x 10


(xi) 0.9 x 100 (xii) 0.03 x 1000


(i) We have


1.3 × 10


We know that,


Whenever any decimal number if multiplied by 10, 100 or 1000 then the decimal number which is at the product is shifted towards the right side


Therefore,


The product of 1.3 and 10 can be calculated as follows:


1.3 × 10 = 13


(ii) We have


36.8 × 10


We know that,


Whenever any decimal number if multiplied by 10, 100 or 1000 then the decimal number which is at the product is shifted towards the right side


Therefore,


The product of 36.8 and 10 can be calculated as follows:


36.8 × 10 = 368


(iii) We have


153.7 × 10


We know that,


Whenever any decimal number if multiplied by 10, 100 or 1000 then the decimal number which is at the product is shifted towards the right side


Therefore,


The product of 153.7 and 10 can be calculated as follows:


153.7. × 10 = 1537


(iv) We have


168.07 × 10


We know that,


Whenever any decimal number if multiplied by 10, 100 or 1000 then the decimal number which is at the product is shifted towards the right side


Therefore,


The product of 168.07 and 10 can be calculated as follows:


168.07 × 10 = 1680.7


(v) We have


31.1 × 100


We know that,


Whenever any decimal number if multiplied by 10, 100 or 1000 then the decimal number which is at the product is shifted towards the right side


Therefore,


The product of 31.1 and 100 can be calculated as follows:


31.1 × 100 = 3110


(vi) We have


156.1 × 100


We know that,


Whenever any decimal number if multiplied by 10, 100 or 1000 then the decimal number which is at the product is shifted towards the right side


Therefore,


The product of 156.1 and 100 can be calculated as follows:


156.1 × 100 = 15610


(vii) We have


3.62 × 100


We know that,


Whenever any decimal number if multiplied by 10, 100 or 1000 then the decimal number which is at the product is shifted towards the right side


Therefore,


The product of 3.62 and 100 can be calculated as follows:


3.62 × 100 = 362


(viii) We have


43.07 × 100


We know that,


Whenever any decimal number if multiplied by 10, 100 or 1000 then the decimal number which is at the product is shifted towards the right side


Therefore,


The product of 43.07 and 100 can be calculated as follows:


43.07 × 100 = 4307


(ix) We have


0.5 × 10


We know that,


Whenever any decimal number if multiplied by 10, 100 or 1000 then the decimal number which is at the product is shifted towards the right side


Therefore,


The product of 0.5 and 10 can be calculated as follows:


0.5 × 10 = 5


(x) We have


0.08 × 10


We know that,


Whenever any decimal number if multiplied by 10, 100 or 1000 then the decimal number which is at the product is shifted towards the right side


Therefore,


The product of 0.08 and 10 can be calculated as follows:


0.08 × 10 = 0.8


(xi) We have


0.9 × 100


We know that,


Whenever any decimal number if multiplied by 10, 100 or 1000 then the decimal number which is at the product is shifted towards the right side


Therefore,


The product of 0.9 and 100 can be calculated as follows:


0.9 × 100 = 90


(xii) We have


0.03 × 1000


We know that,


Whenever any decimal number if multiplied by 10, 100 or 1000 then the decimal number which is at the product is shifted towards the right side


Therefore,


The product of 0.03 and 1000 can be calculated as follows:


0.03 × 1000 = 30


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