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Thanks for the sessions sir, now come back from accounts this morning. Last minute cramming 🙏
In question 1 it should be #of columns in A is not equal to the #of rows in B
Yes...that was an error.
Your videos are really helpful
I have learnt alot
Columns in A not equal to Rows in B
yes i was looking for someone who said this
1/2a+1/8a 1/8b, 5/8a+1/8b
Sir can you go through the quadratic graph
8.2units
(-3,5)
2x3
64+4=68
In 1,Shouldnt it be that the # of rows in A are not equal to the # of columns in B?
So I just searched. If the # of columns in the first matrix is not equal to the # of rows in the second matrix, then it's NOT possible. So if the # of columns in the first matrix is equal to the # of rows in the second matrix, then it is possible.
@@AnnakayeWalker precisely
√68
(-8,2)
Thanks for the sessions sir, now come back from accounts this morning. Last minute cramming 🙏
In question 1 it should be #of columns in A is not equal to the #of rows in B
Yes...that was an error.
Your videos are really helpful
I have learnt alot
Columns in A not equal to Rows in B
yes i was looking for someone who said this
1/2a+1/8a 1/8b, 5/8a+1/8b
Sir can you go through the quadratic graph
8.2units
(-3,5)
2x3
64+4=68
In 1,
Shouldnt it be that the # of rows in A are not equal to the # of columns in B?
So I just searched. If the # of columns in the first matrix is not equal to the # of rows in the second matrix, then it's NOT possible. So if the # of columns in the first matrix is equal to the # of rows in the second matrix, then it is possible.
@@AnnakayeWalker precisely
√68
(-8,2)