Question

find the order of magnitude of 36780.04 m and 0.00497kg

Answer 1

Explanation :

Order of any quantity is equal to the value in base ten number system.

Mathematically,

Order is equal to, $N=b\times 10^a$

where,

a is the order of any quantity. It can be any integer.

(a) In 36780.04 m,

It can also be written as $3.678004\times 10^4$.

So, the order of given magnitude is $10^4$.

(b) In 0.00497 kg

It can also be written as  $4.97\times 10^{-3}$.

So, the order of the given magnitude is  $10^{-3}$.

Answer 2

Answer:

Order of any quantity is equal to the value in base ten number system.

Mathematically,

Order is equal to, N=b\times 10^aN=b×10

a

where,

a is the order of any quantity. It can be any integer.

(a) In 36780.04 m,

It can also be written as 3.678004\times 10^43.678004×10

4

.

So, the order of given magnitude is 10^410

4

.

(b) In 0.00497 kg

It can also be written as 4.97\times 10^{-3}4.97×10

−3

.

So, the order of the given magnitude is 10^{-3}10

−3

.

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