VECT ORS ON THE PLANE. (BASI C CONCEPT)
1-. WHAT I S A COORDI NATE SYSTE M?
It is a syste mt hat uses one or mor e nu mbers to uni quel y det er mi ne the posi ti on of a
poi nt or geo metri c obj ect.
2-. WHAT I S AN ORDERED PAI R?
It is a pai r of mat he mati cal obj ects, i n whi ch one el e ment i s di sti ngui shed from
anot her. The or der ed pai r whose first el e ment i s ‘ ‘a’ ’ and whose second el ement i s ‘ ‘b’ ’.
3-. WHAT I S A VECTOR?
It is a mat he mati cal entity li ke a strai ght li ne or plane, it is represent ed by a strai ght
li ne seg ment, ori ent ed withi n three- di mensi onal Eucli dean space.
4-. WHAT ARE THE ELE MENTS OF A VECTOR?
The el e ments of a vect or are:
a) Modul e or Magni t ude: it is the l engt h of the di rect ed seg ment that cont ai ns the
vect or.
A MODULE B
b) Di recti on or Li ne of Acti on: it is the di recti on of the li ne that cont ai ns said vect or.
The di recti on can be: horizont al, verti cal and i nclined.
Di recti on: Hori zont al
Modul e: 3 uni ts
Di recti on: Verti cal
Modul e: 4 uni ts
c) The Poi nt: is the poi nt wher e the magni t ude i s consi dered appli ed to who m t he
vect or is representi ng. 0
1-. WHAT I S A COORDI NATE SYSTE M?
It is a syste mt hat uses one or mor e nu mbers to uni quel y det er mi ne the posi ti on of a
poi nt or geo metri c obj ect.
2-. WHAT I S AN ORDERED PAI R?
It is a pai r of mat he mati cal obj ects, i n whi ch one el e ment i s di sti ngui shed from
anot her. The or der ed pai r whose first el e ment i s ‘ ‘a’ ’ and whose second el ement i s ‘ ‘b’ ’.
3-. WHAT I S A VECTOR?
It is a mat he mati cal entity li ke a strai ght li ne or plane, it is represent ed by a strai ght
li ne seg ment, ori ent ed withi n three- di mensi onal Eucli dean space.
4-. WHAT ARE THE ELE MENTS OF A VECTOR?
The el e ments of a vect or are:
a) Modul e or Magni t ude: it is the l engt h of the di rect ed seg ment that cont ai ns the
vect or.
A MODULE B
b) Di recti on or Li ne of Acti on: it is the di recti on of the li ne that cont ai ns said vect or.
The di recti on can be: horizont al, verti cal and i nclined.
Di recti on: Hori zont al
Modul e: 3 uni ts
Di recti on: Verti cal
Modul e: 4 uni ts
c) The Poi nt: is the poi nt wher e the magni t ude i s consi dered appli ed to who m t he
vect or is representi ng. 0