$What\ is\ the\ Highest\ Common\ Factor\ \left(HCF\right)\ for\ the\ team\ below?$  

 $12s^2t\ ,\ 4t^2u,\ 8tuv$  

• 4t

• 2t

• 6s

• 3s

 $-3k^2\ +\ 8k\ -4$  

Factorise

• (-k + 2)(3k-2)

• (k-2)(3k+2)

• (-k+2)(k-2)

• (3k+2)(k+4)

 $3xy\ -15xz\ +3py-15pz$  

Factorise:

• (y-5z)(3x+3p)

• (3x-2z)(y+5p)

• (y+5z)(3x-8p)

• (3x-2p)(y-3z)

Mei Ling received RM30 pocket money for (u-4) days. Everyday she spends RM(v-2) for a glass of orange juice and RM(v+3) for a bowl of noodle soup. How much pocket money is she left with?

• RM (2vu + 8v - u)

• RM (17 - vu +4v - u)

• RM (17 + 2vu -8v +u)

• RM (34-2vu +8v -u)

Diagram shows a polygon.

Calculate the value of x.

• 160

• 123

• 165

• 143

Expand

3b(a-4)

• ab-b

• 3ab-12b

• 3ab+12

• ab-12b

 $use=\left(\pi=\frac{22}{7}\right)$   $Diagram\ 2\ shows\ an\ object\ consisting\ ofa\ cone\ and\$   $a\ cylinder.\ The\ height\ of\ the\ object\ is\ 13cm.$   $Calculate\ the\ surface\ are\ a\ of\ the\ object.\$  

•  $367.21\ cm^2$  

•  $301.72\ cm^2$  

•  $245.14\ cm^2$  

•  $267.53\ cm^2$  

 $use\ \ \pi\ =\ \frac{22}{7}$  

A container with a shape of a cylinder has a diameter of 7cm and a height of 12cm. Calculate the volume of the container.

•  $373\ cm^3$  

•  $457\ cm^3$  

•  $352\ cm^3$  

•  $462\ cm^3$  

 $Diagram\ 3\ shows\ object\ M.\$   $M'\ is\ the\ image\ of\ object\ M\ under\ a\ transformation.$   $The\ image\ of\ \angle AED\ is$  

•  $\angle PQR$  

•  $\angle RST$  

•  $\angle QPT$  

•  $\angle SRQ$  

The data below shows a pocket money of six students each day.

RM 3, RM 4, RM 8, RM 4, RM 6, RM 7

Determine the median for the data above.

• 4

• 5

• 6

• 7