Simplify -
$\dfrac { - 4 } { 17 } \div \dfrac { - 24 } { 7 }$.

A.	$\dfrac { 8 } { 102 }$
B.	$\dfrac { 12 } { 102 }$
C.	$\dfrac { 7 } { 102 }$
D.	$\dfrac { 8 } { 104 }$

If  

x

y

  =  

20

4

 , then identify the incorrect expression from the following.

A.	4 y = 20 x
B.	x + y x - y   =   24 16
C.	20 4  y - x = 0
D.	x - y x + y   =   16 24

Look at the figure given below:

Find the value of angle $y.$

A.	$50^\circ$
B.	$41^\circ$
C.	$40^\circ$
D.	$43^\circ$

State whether the square of $190793$ is odd or even.

A.	Odd
B.	Even
C.
D.

What is the cube root of 3375?

A.	9
B.	19
C.	5
D.	15

If the original price of a ceiling fan is $Rp 4300$, then find the selling price of the ceiling fan given a GST of $12 \%$ was charged on the purchase.

A.	$Rp 4824$
B.	$Rp 4835$
C.	$Rp 3784$
D.	$Rp 4816$

Michelle drove 3 hours longer than Annisa at an average speed 5 kilometers per hour faster than Annisa. Gita drove 9 hours longer than Annisa at an average speed 15 kilometers per hour faster than Annisa. If Michelle drove 50 kilometers more than Annisa, then how many more kilometers did Gita drive than Annisa?

A.	240
B.	235
C.	250
D.	245

The angles of a hexagon are $x^\circ$, $(x + 10)^\circ$, $(x + 20)^\circ$, $(x + 30)^\circ$, $(x + 40)^\circ$, and $(x + 50)^\circ$. The smallest angle of the hexagon is.

A.	$97^\circ$
B.	$90^\circ$
C.	$100^\circ$
D.	$95^\circ$

A triangle $ABC$ with $\angle ABC = 90^\circ$, has the length of the side $AB = 128 \space cm$ and of $BC = 96 \space cm$. What is the length of the perpendicular line from side $AC$ to point $B$?

A.	$76.9 \space cm$
B.	$73.9 \space cm$
C.	$76.8 \space cm$
D.	$79.1 \space cm$

How many zeroes does the product of $775^5$ and $948^2$ ends with?

A.	$0$
B.	$8$
C.	$4$
D.	$11$

Angga can complete a task in 40 minutes, while Putri can complete the same task in 60 minutes. How long will it take to complete the task, if both Angga and Putri work together?

A.	24 minutes
B.	26 minutes
C.	27 minutes
D.	23 minutes

Find factors of $x^ { 3 }-6x^ { 2 }y + 9xy^ { 2 }$.

A.	$x(x-3y)(x-3y)$
B.	$x(x + 3y)(x-3y)$
C.	$(-x-3y)(x + 3y)$
D.	$x(x-3y)(x + 3y)$

If point (p, q) lies on the graph of function f, which of following points must also lie in the graph of inverse of f.

A.	(-q, -p)
B.	(p, q)
C.	(-p, -q)
D.	(q, p)

If y1136 is a five-digit number which is divisible by 9, find the smallest value of y.

A.	5
B.	0
C.	7
D.	8

If the numerator and denominator have opposite signs then the number is

A.	Positive rational
B.	Negative irrational
C.	Positive fraction
D.	Negative rational

A shopkeeper sold a toy at a loss of $11 \%.$ Had he sold it for $Rp116$ more, he would have gained $18 \%.$ Find the cost price of the toy.

A.	$Rp500$
B.	$Rp350$
C.	$Rp450$
D.	$Rp400$

Simple interest on a certain amount is  

25

64

  of the principal. If the numbers representing the rate of interest (in percent) and time (in years) be equal, then what is the time, for which the principal is lent out?

A.	7 4   years
B.	6 1 4   years
C.	6 3 4   years
D.	8 3 4   years

Rifqi borrowed $Rp8000$ from a bank at the interest rate of $10 \%$ per annum compounded annually. What would be the amount payable to bank after $3$ years?

A.	$Rp9583.2$
B.	$Rp10681$
C.	$Rp11712.8$
D.	$Rp10648$

If the base of a triangle is (6x² - 2x + 8) and its height is ( -8x² - 4), then what is its area?

A.	- 24x4 + 8x3 - 44x2 + 4x + 16
B.	- 24x4 + 8x3 - 44x2 + 4x - 16
C.	- 24x4 - 8x3 - 44x2 + 4x - 16
D.	- 24x4 + 8x3 - 44x2 - 4x - 16

Divide $63x^ { 3 } + 8x^ { 2 }-29x + 6$ by $-7x + 3$.

A.	$-9x^ { 2 }-5x + 2$
B.	$-7x^ { 2 } + 4x-2$
C.	$-7x-3$
D.	$3x^ { 2 } + 7x + 7$

A poll is taken among $10000$ people working in Palembang. The aim was to see what their annual salaries were.

Annual Salary	Number of people
Less than $Rp40000$	$100$
$Rp40001$ to $Rp75000$	$540$
$Rp75001$ to $Rp150000$	$1100$
$Rp150001$ to $Rp250000$	$3304$
More than $Rp250000$	$4956$

If you choose a person at random from this group, what is the probability that he or she earns more than $Rp75000$ annually?

A.	$\dfrac { 135 } { 125 }$
B.	$\dfrac { 130 } { 125 }$
C.	$\dfrac { 121 } { 125 }$
D.	$\dfrac { 117 } { 125 }$

In a month of 30 days, it is Monday on a given date of the month. Find the day on the same date of the next month.

A.	Tuesday
B.	Wednesday
C.	Thursday
D.	Monday