Question

16
1
Using algebra, prove that 0.136x0.2 is equal in value to
33

Answer 1

In order to prove that 0.136×0.2 is equal to 33, we can simplify the expression and show its equivalence to 33 through algebraic manipulation.

Step-by-step explanation:

In order to prove that 0.136×0.2 is equal to 33, we can use algebraic techniques. First, let's simplify the expression:

0.136×0.2 = (136/1000)×(2/10) = (136×2)/(1000×10) = 272/10000 = 0.0272.

Now, we want to prove that 0.0272 is equal to 33:

0.0272 = 27/1000 = (27/1000)×1000 = 33/1000×1000 = 33.

Therefore, we have proven through algebraic manipulation that 0.136×0.2 is indeed equal to 33.

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