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Standard basis vectors for R^3 are (1,0,0),(0,1,0) and (0,0,1). If we want to insert u → into this basic, then which vector from standard basis can be removed while still maintaining the basis of R^3.
Discuss the case when:
u → =(4,3,6)
u → =(4,0,6)
Interpret the result geometrically in both cases.
Now,
Standard basis vectors for R^3 are (1,0,0),(0,1,0) and (0,0,1).
means R3 pr hmaray pass (1,0,0),(0,1,0) and (0,0,1) Standard basis vectors majood hein.
If we want to insert u → into this basic,
means k hamein jo u → diay gaye hein
u → =(4,3,6)
u → =(4,0,6)
in ko uper wali basis mein add/insert kia jaye to,
then which vector from standard basis can be removed while still maintaining the basis of R^3.
jab hum inser/add kr dein gy to hasil honay wali matrix mein sy konsa vector remove hoga standard basis mein say. jab k R3 ki basis same rahein..
Understood something??
yes thanks my try krti hun agr nahi hua to phir ap sy help lun gi.
its ok..m too do work on it..
please please complete solution postn share krdo.allah apka bhala kre.
jesay hi theek solve hogya share kr diya jaye ga.
Value put karney k bad agae solve kese karna hn question please someone help
jaise aupar rabia ne pucha hn hum koi b aik basic kaham kar k u ki value to put kar detey hn now next karna kia hn
مَلیکا ایمان 5 aap h bta dy kuch please
next ab isi pr ghor kia ja rha hai Muhammad Bilal..
time itna short hn kab tak ghor karna parey ga abi
we hv remaining 3 hours..
Now,agr thori si questioning kam kr di jaye to hum next solve kr k dekh lein zra..
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