VTMO 2015 — Grade 2 — final Three consecutive natural numbers total $33$. What is the greatest?
$10$
$12$
$13$
$14$
$30$
How many two-digit numbers have digit sum $10$?
$2$
$4$
$8$
$9$
$10$
$A = 45$-minute test starts at $8 : 20$. When does it end?
$8 : 05$
$9 : 00$
$9 : 05$
$9 : 10$
$9 : 15$
The belt passes around five wheels in the arrow directions. How many rotate clockwise?
$1$
$2$
$3$
$4$
$5$
Given $5\circledast6=5\times6-(5+6)=19$, find $9\circledast10$.
$61$
$71$
$80$
$81$
$90$
What is the units digit of $(10\times13)+(2\times15)+(4\times9)$?
$0$
$4$
$6$
$8$
$9$
Find $X$ in the three triangles shown.
$4$
$5$
$8$
$9$
$10$
Use $2 , 3 , 4 , 5$ once each to make two two-digit numbers with the greatest sum. What is it?
$68$
$77$
$86$
$95$
$97$
Place $1 \text{--} 5$ once in the cross so that horizontal and vertical totals are both $8$. What is the center?
$1$
$2$
$3$
$4$
$5$
Both scales balance. Select the correct relationship.
$\circ=2\triangle$
$\square=3\triangle$
$\square=2\triangle$
$\square=3\circ$
None is correct
Phuong has $14$ pencils. After giving Chau two, their counts are equal. How many did Chau start with?
Eighteen birds perch on two branches. Three move from $1$ to $2$, then five from $2$ to $1$, leaving equal counts. How many initially perch on $1$?
November has $30$ days and five Sundays; its last day is Monday. What weekday is the $20$ th?
Fill each row and column with $1 \text{--} 4$ once. What belongs in the lower-right ? cell?
Six elephants $A \text{--} F$ line up. $F$ is after $A$, before $D$, and between $B$ and $C$. $B$ is first and $E$ last. What is $F$’s position?
An, Binh, Chau, Dung have distinct ages $9 \text{--} 12$. Binh is older than Chau but younger than Dung; Dung is one year younger than An. How old is An?
How many squares in the grid contain $A$?
An operation gives $3\circledast2=56$, $5\circledast3=815$, $6\circledast1=76$, $9\circledast4=1336$. Find $4\circledast5$.
Thirteen flowers include five daisies and the rest roses; six are white and the rest yellow. What is the greatest number of yellow roses?
Eight cards $1 \text{--} 8$. An, Binh, Chau take two each: An’s sum is $7$ and difference not $3$; one of Binh’s numbers doubles the other; Chau’s sum is $9$. Which cards remain?