State the pattern for the following set of numbers:
\(19,\space 21,\space 23,\space 25,\space...\)
Which of the following is an algebraic expression?
The diagram shows a trapezium.
What is the area of the trapezium?
What is the meaning of a regular polygon?
Name the blue part of the circle.
Find the distance between point \(P\) and point \(Q.\)
\(P(0,6),\quad Q(0,9)\)
A car moves at a speed of \(90\text{ km h}^{-1}.\)
Find the distance, in \(\text{km},\) travelled by the car in \(100\) minutes.
State why the diagram below is not congruent.
Determine the experimental probability of the following event:
Getting tail when a \(50\) cents coin is tossed if heads turned up \(36\) times in \(80\) tosses.
Determine whether the following order of numbers is a sequence.
\( 6,\space 18,\space 54,\space 162, \dots\)
Pattern: Multiply \(3\) to previous number
\(\Rightarrow\) A sequence
Pattern: Multiply \(3.5\) to previous number
\(\Rightarrow\) Not a sequence
State the factors for the following expression.
\(14b^2+7b\)
Salmah has \(\text{RM} (5x+1),\) Nurin has \(\text{RM} (4x-5)\) and Hayati has \(\text{RM} (2x+3).\)
If the total amount of money is \(\text{RM}252,\) find the value of \(x.\)
The following diagam shows a regular octagon.
What is the value of interior angle of the polygon?
Which of the following nets cannot form a prism?
Find the values of \(x\) and \(y\) for the given graph.
(A) \(\begin{array}{|c|c|c|c|c|c|} \hline x &0&1&1.5&2.5&4\\ \hline y &-3.5&-4&-5&-1&-2.5\\ \hline \end{array}\)
(B) \(\begin{array}{|c|c|c|c|c|c|} \hline x &0&1&1.5&2.5&4\\ \hline y &-2.5&-4&-5&-1&-2.5\\ \hline \end{array}\)
(C) \(\begin{array}{|c|c|c|c|c|c|} \hline x &0&1&1.5&2.5&4\\ \hline y &-3.5&-4&-5&-1&-3.5\\ \hline \end{array}\)
(D) \(\begin{array}{|c|c|c|c|c|c|} \hline x &0&1&1.5&2.5&4\\ \hline y &-3.5&-4&-5&-2&-2.5\\ \hline \end{array}\)
Sprinters begin a race at the starting line.
Once the race begins, their speed will increase as they sprint towards the finishing line.
The increase in speed is called \(\underline{\hspace{2cm}}.\)
State the translation vector of the following object and image.
\(A(–1, 7), A'(9, 2)\)
A number is chosen at random from set \(S=\{x:1\leq x \leq 25;x \text{ is an integer}\}.\)
Find the probability that the selected number is not an even number.
\(P(2,4),\quad Q(7,4)\)
The coordinate of point \(A\) is \((-6,1)\) and the gradient of the straight line \(AB\) is \(-2.\)
Find the possible coordinates of point \(B.\)
Simplify \(\dfrac{3x+2y}{4x+5y}+\dfrac{7x-3y}{5x+3y}.\)
Four cars, \(A,B,C\) and \(D\) departed simultaneously from Sungai Buloh to four different towns.
The table shows the average speed and the distance traveled by each car.
Average speed
\((\text{km/h})\)
Distance
\((\text{km})\)
A triangle has equal sides and all interior angles are of the same size.
How many axes of the triangle has?
A wire fence is plotted on a Cartesian plane from \(S(23,32)\) to \(T(-17,22).\)
A pillar is built in the middle of the wire fence.
Find the coordinates of the pillar.
An employee at a flower shop arranges \(15\) bouquets of flowers according to the number of flower buds in odd counts of \(1\) to \(30\) in ascending order.
A is the event of selling a bouquet of flowers that has the number of flower buds with perfect square value.
Describe the complementary event using words.
State the pattern for the following set of numbers.
\(132,\space396,\space 1188,\space 3564,\space...\)
Express \(m\) as the subject of formula for
\(\dfrac{\sqrt{m}}{p}+2=n.\)
Find the gradient of the following coordinates.
\(G(–12, 0) ,H(0, –18).\)
The following diagram shows a prism.
The cross-section of the prism is a right-angled triangle.
Calculate its surface area, in \(\text {cm}^2\).
The point \(Y(5,-2)\) is the midpoint of the straight line joining the points \(X(3,6) \) and \(Z(h,k).\)
Find the value of \(h\) and \(k.\)
Determine the median for each of the following sets of data.
\(95,84,36,14,58,69,42,80,10.\)
In a game, Mei Ling tosses \(3\) coins.
If Mei Ling obtains at least \(2\) tails, she wins the game.
Find the probability of Mei Ling wins the game.
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