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Because - without even basic maths skills you wouldn't be able to do something as simple as buy a newspaper ! If you have no knowledge of maths at all - you wouldn't know (a) how much money to give the vendor and (b) whether they had given you the correct change !

Q: Why is it important to know how to add subtract multiply and divide?

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How to add, subtract, multiply and divide WITHOUT a calculator.

why is it important to know how to multiply

Because in alot of future jobs, you need to know how to add/subtract/divide/multiply negatves to positives and vice versa.

i dont know u tell me?

it is inches-feet pounds-ounces multiply divide numerator subtract-add that,s all the fact that you should know and spell

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How to add, subtract, multiply and divide WITHOUT a calculator.

why is it important to know how to multiply

Because in alot of future jobs, you need to know how to add/subtract/divide/multiply negatves to positives and vice versa.

You can multiply to get the closest possible answer and then subtract and whatever you got from subtracting subtract it by how many times you can multiply the divisor.

You must know how to add, subtract, multiply and divide by some fractions.

i dont know u tell me?

Pick any number. Multiply by 6. Add 13. Subtract 7. Divide 3. Divide 2. Then subtract by the original number you chose. Your result will always be 1. Tell a friend to mentaly multiply their age by 2. Tell them to add 14 then divide 2. Ask your friend what number they currently have. Now, you mentally subtract 7 from the number they tell you, then you'll know your friend's age.

Fundamental math skills are needed for a job in accounting. An accountant must know how to add, subtract, divide, multiply, and do fractions.

it is inches-feet pounds-ounces multiply divide numerator subtract-add that,s all the fact that you should know and spell

If you know the area the divide area by length if you know perimeter subtract it by 2xlength and divide by 2

they made paper called papyrus, they new how to multiply divide subtract and add,and they know geometry and that's how they could make pyramids...

BODMAS = Brackets, Of, Divide, Multiply, [Add and Subtract]BODMAS = Brackets, Order, Divide, Multiply, [Add and Subtract]BODMAS = Brackets, Other, Divide, Multiply, [Add and Subtract]BIDMAS = Brackets, Index, Divide, Multiply, [Add and Subtract]I have bracketed Add and Subtract as when they are found together, they are done in the order they are found: from left to right.eg 1 + 2 - 3 is (1 + 2) - 3 and NOT 1 + (2 - 3) as the mnemonic would suggest.With Divide and Multiply, they can be done either left to right, or by doing the divide first, and the correct answer will be found, eg:2 x 6 ÷ 3 = (2 x 6) ÷ 3 = 2 x (6 ÷ 3)Note:6 ÷ 3 x 2 = (6 ÷ 3) x 2 ≠ 6 ÷ (3 x 2)But the last possibility would not be attempted as 'left to right' and 'divide first' are the same calculation (doing the division); showing that following strict 'DM' of BODMAS always works.My own creation: to get the sum correct, you will be under the watchful eye of the Bod Tsar:BODTSAR = Brackets, Of/Order/Other, Divide, Times, Subtract, Add (in order to get the) Result.Which fixes the slight imperfection that the B*DMAS don't show that the pairs of operations Divide & Multiply, and Subtract & Add have the same priority and are done in left to right order. However, if you always Divide before Multiplying (Timesing) and Subtract before Adding in those pairs, you will get the correct result, hence my mnemonic