Secondary 2 topics, working towards the O-Level Mathematics 4052 syllabus. Every question below has a full worked solution.
When a student gets a question wrong in Math Amigo, it does not show the answer straight away. It
reads the working, identifies the step that went wrong, and asks a question that points at the
correction. The worked solution is there once a genuine attempt has been made.
Solve −4m+4>−12. State the largest integer value of <i>m</i>.
Show the worked solution
$-4m + 4 > -12$
$-4m > -12 - 4$
$-4m > -16$
$m < \frac{-16}{-4} \quad \scriptsize\textit{divide by negative, flip sign}$
$m < 4$
$\text{Largest integer value of } m = 3$
Answer: 3
Example 2
Solve 21−3x>11. Find the largest odd integer value of <i>x</i> that satisfies the inequality.
Show the worked solution
$21 - 3x > 11$
$-3x > 11 - 21 \quad \scriptsize\textit{subtract 21 from both sides}$
$-3x > -10$
$x < \frac{10}{3} \quad \scriptsize\textit{divide by negative, reverse inequality}$
$x < 3.3333$
The largest odd integer satisfying $x < \frac{10}{3}$ is $\boxed{3}$.
Answer: 3
Example 3
A gym membership costs a fixed fee of \43plus\9 per session. By forming an inequality, find the maximum number of sessions that can be attended while keeping the total cost within \148$.
Show the worked solution
Let the number of sessions be $n$.
$43 + 9n \leq 148$
$9n \leq 148 - 43$
$9n \leq 105$
$n \leq \frac{105}{9}$
$n \leq 11.67$
The maximum number of sessions is $\boxed{11}$.
Answer: 11
Questions parents ask
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Which syllabus does this follow?
O-Level Mathematics (4052), for Singapore secondary students. Math Amigo covers Secondary 1 to 4, both O-Level Mathematics and Additional Mathematics.
Will it just show my child the answer?
No. On a wrong answer it looks at the working, points to the step that went wrong, and asks a question that helps the student find the correction. The full worked solution is available after a genuine attempt.