Vectors - GCSE Maths. What is a "Scalar Multiply"?
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WarHammer-
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I've been revisiting GCSE Vectors topic and I've come across a term called "scalar multiplies" according to my book this proves that two vectors are parallel to each other. It's not very clear and doesn't give an example of what a "scalar multiply" actually is. if someone could shine some light on this it would be much appreciated.
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gdunne42
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(Original post by WarHammer-)
I've been revisiting GCSE Vectors topic and I've come across a term called "scalar multiplies" according to my book this proves that two vectors are parallel to each other. It's not very clear and doesn't give an example of what a "scalar multiply" actually is. if someone could shine some light on this it would be much appreciated.
I've been revisiting GCSE Vectors topic and I've come across a term called "scalar multiplies" according to my book this proves that two vectors are parallel to each other. It's not very clear and doesn't give an example of what a "scalar multiply" actually is. if someone could shine some light on this it would be much appreciated.
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the bear
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(Original post by gdunne42)
The vector 6a+2b is a multiple of 3a+b, it is 2(3a+b). 6a+2b is therefore parallel to 3a+b.
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The vector 6a+2b is a multiple of 3a+b, it is 2(3a+b). 6a+2b is therefore parallel to 3a+b.
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WarHammer-
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#4
ah, thanks. that's really helpful. but does the multiply have to be a whole number?
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RDKGames
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(Original post by WarHammer-)
ah, thanks. that's really helpful. but does the multiply have to be a whole number?
ah, thanks. that's really helpful. but does the multiply have to be a whole number?
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gdunne42
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(Original post by WarHammer-)
ah, thanks. that's really helpful. but does the multiply have to be a whole number?
ah, thanks. that's really helpful. but does the multiply have to be a whole number?
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WarHammer-
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#7
what if i have to prove that 2 or 3 vectors lie along a straight line, how would i go about doing this?
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WarHammer-
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#8
i understand that scalar multiples are used again. but if a vector is a scalar multiple of another wouldn't this mean that the two are parallel? how does this relate to proving that the vectors lie in a straight line.
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gdunne42
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(Original post by WarHammer-)
i understand that scalar multiples are used again. but if a vector is a scalar multiple of another wouldn't this mean that the two are parallel? how does this relate to proving that the vectors lie in a straight line.
i understand that scalar multiples are used again. but if a vector is a scalar multiple of another wouldn't this mean that the two are parallel? how does this relate to proving that the vectors lie in a straight line.
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WarHammer-
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#11
you people are going to be the people responsible for me passing Maths! Thanks.
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