Question

How does the value of 30,000 x (4 x 3) compare to the value of 300 x (4 x 3)?

Answer 1

Answer:

30,000 x (4 x 3)  =  100 times  300 x (4 x 3)  

Step-by-step explanation:

Here, the given expressions are:

Expression 1 :     30,000 x (4 x 3)

Expression 2 :     300 x (4 x 3)

Now, simplifying both the expressions, we get

30,000 x (4 x 3)  = 30,000 x (12)   = 3,60,000

300 x (4 x 3)  = 300 x (12) = 3,600

Now, dividing both the expressions, we get:

$\frac{3,60,000}{3,600}  = 100$

or, $\frac{\textrm{Expression 1}}{\textrm{Expression 2}}  = 100$

or, {Expression 1}  = {Expression 2} x 100

⇒The expression 1 is 100 times the expression 2

Hence,  30,000 x (4 x 3)  =  100 times  300 x (4 x 3)