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Oak National Academy
12 questions
Work out the resultant vector for {10 \choose -2} + {4 \choose 9}.
Match each notation to its correct meaning.
Match each vector to an equivalent vector statement.
Match each vector statement to an equivalent vector statement.
Select the vector path for \overrightarrow{AD}.
Select the statements which are true.
X is a point on a line AB. Match each vector statement to the correct ratio.
B is a point on the line OL. Match each ratio to the correct vector statement.
O, A and B are in a straight line. You are given that \overrightarrow{OA}=12\mathbf{a}+20\mathbf{b} and OA : AB is in the ratio 2 : 3. Work out vector \overrightarrow{AB}.
You are given that O, A and B are in a straight line, \overrightarrow{OA}=12\mathbf{a}+20\mathbf{b} and OB : BA is in the ratio 2 : 3. Work out vector \overrightarrow{BA}.
XYZ is a triangle. \overrightarrow{XY}= 5\mathbf{a}-7.5\mathbf{b} and N lies on \overrightarrow{XY} such that \overrightarrow{XN}=3\mathbf{a}-4.5\mathbf{b}. Write the ratio of XN : NY.
In triangle OAB, \overrightarrow{OA}=18\mathbf{a}, \overrightarrow{OB}=12\mathbf{b}. P is on AB. AP:PB = 1:2. \overrightarrow{OP}=k(6\mathbf{a}+2\mathbf{b}). The value of k is ___.
