How many buses can I take from Jinhua central hospital to wudian
bus line: k127, the whole journey is about 1.6 km
1. Walk about 20 meters from Jinhua central hospital to Huancheng primary school (Central Hospital) station
2. Take k127, pass 3 stops, reach the fifth hospital station
3. Walk about 90 meters to Jinhua railway hospital
Bus line: No.16, about 3.3km in the whole journey
1. Walk about 190m from Jinhua central hospital to the Central Hospital Station
2. Take No.16, after 5 stops, to the West Bus Station
3. Walk about 160m to Jinhua West Bus Station
public transportation line: No.304 branch line, about 3.6km in the whole journey
1. Walk about 260m from Jinhua central hospital, Get to the power management station
2, take No.304 branch line, go through 8 stops to the West Bus Station (or take no.k304)
3, walk about 180 meters to Jinhua West bus station
some businesses on Taobao still have 533 notes, but the quality is uneven. Don't be greedy when you buy them. You should buy one that suits you. The price of 1G is about 150. I hope I can help you. I've just added 533 memory moles to my computer. It's troublesome to change the memory of the brand machine. I failed n times before I succeeded. The computer motherboard ate "memory", ha ha
finally, I suggest you buy Kingston's 1g DDR2 533 memory mole, which can be used alone or composed of al channels with the previous one!
You have two choices:
1. Go to a registered driving school to make an appointment.
2. If you feel that the driving school is inefficient, go directly to Xingsha driving test center. Next to Hunan Police College, click the following network map for details:
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(AB ^ t) ^ 5
= (AB ^ t) (AB ^ t) (AB ^ t) (AB ^ t) (AB ^ t)
= a (b ^ TA) (b ^ TA) (b ^ TA) B ^ t -- the law of association
= a (b ^ TA) ^ 4B ^ t -- constants mentioned outside
= (b ^ TA) ^ 4 AB ^ t
note: B ^ TA is a matrix with one row and one column, which is equivalent to a number
sufficiency: let a= β 1, β 2,… β n) And one of the vectors β i!= 0, then R (a) = 1 shows that all other vectors in a can be expressed linearly by it, that is, a = (K1) β i…ki-1 β i, β i,ki+1 β i…kn β i)
A= β i(k1,k2,…ki-1,1,ki+1…kn)=abT; Where column vector a= β I
row vector (K1,... 1... KN) = BT, so it is proved that
is growing up?
then AB ^ t = A1B1 A1B2 a1b3... A1bn
A2B1 a2b2 a2b3... A2bn
...
anb1 anb2 anb3... Anbn
note that the determinant of any 2 * 2 submatrix AiBj aibk
asbj asbk
is 0 So any k (greater than or equal to 2) order subformula is equal to 0
so the rank of AB ^ t & lt; 2
when a certain AiBj is not equal to 0, the rank of AB ^ t is 1
otherwise, all aibjs are 0, and the rank of AB ^ t is 0
