# Standard Form Division Calculator 1 Things To Expect When Attending Standard Form Division Calculator

When adding and adding you can use the Laws of Indices:

To multiply, add the admiral together, eg 106 × 104 = 106 4 = 1010. To divide, decrease the powers, eg 107 ÷ 102 = 107 – 2 = 105. The numbers charge accept the aforementioned abject (the cardinal that is aloft to the power, in this case 10).

Calculate ((3 times 10^3) times (3 times 10^9)).

Multiply the aboriginal numbers – which in this case is (3 times 3 = 9).

Apply the basis law on the admiral of 10:

Take affliction that the acknowledgment is in accepted form. It is accepted to accept to re-adjust the answer.

Calculate ((4 times 10^9) times (7 times 10^{-3})).

Multiply the aboriginal numbers (4 times 7 = 28).

Apply the Laws of Indices on the powers:

But (28 times 10^6) is not in accepted form, as the aboriginal cardinal is not amid 1 and 10. To actual this, bisect 28 by 10 so that it is a cardinal amid 1 and 10. To antithesis out that analysis of 10, accumulate the additional allotment by 10 which gives 107.

(28 times 10^6) and (2.8 times 10^7) are agnate but alone the additional is accounting in accepted form.

So, ((4 times 10^9) times (7 times 10^{-3}) = 2.8 times 10^7)

Calculate ((2 times 10^7) div (8 times 10^2)).

But (0.25 times 10^5) is not in accepted anatomy as the aboriginal cardinal is not amid 1 and 10. To actual this, accumulate 0.25 by 10 so that it is a cardinal amid 1 and 10. To antithesis out that multiplication of 10, bisect the additional allotment by 10 which gives 104. So (0.25 times 10^5) and (2.5 times 10^4) are agnate but alone the additional is accounting in accepted form.

So, ((2 times 10^7) div (8 times 10^2) = 2.5 times 10^4)

Standard Form Division Calculator 1 Things To Expect When Attending Standard Form Division Calculator – standard form division calculator

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