 Hello and welcome to the session. In this session we are going to discuss the following question and the question says that draw the vectors given by a is equal to the ordered pair 4 to b is equal to the ordered pair minus 3 5 on the grid. Let us start with the solution of the given question. We have to draw vectors a and b given in component form on the grid. Let us first draw vector a which is given by the ordered pair 4 to. We know that the components of any vector are given by the ordered pair xy where x is the horizontal component and y is vertical component. Now here in vector a horizontal component is 4 and vertical component is 2. Also both the components are positive so we take any point as initial point on the grid. So here we take this point as initial point. Since horizontal component is positive so we move 4 units to write horizontally. So here we move 4 units 1 2 3 4 and we reach this point. Again the vertical component is also positive. So from here we move 2 units up 1 2 and we reach this point and here this is the required terminal point. Also we have moved in upward direction so we mark this direction arrow on the line. It represents vector a which is given by the ordered pair 4 to. Now we have to draw vector b given by the ordered pair minus 3 5. Here horizontal component is minus 3 and vertical component is 5. Now again we take any point as initial point. Now horizontal component is minus 3 so from here we move 3 units to left horizontally as the horizontal component is negative and we reach this point and vertical component is 5. So from this point we move 5 units up because vertical component is positive 1 2 3 4 5 and we reach this point which is the terminal point. As we have moved in the upward direction here we mark the direction arrow. Now this is vector b which is given by the ordered pair minus 3 5. This way we have represented vector a and vector b on the grid. This completes our session. Hope you enjoyed this session.