FBISE, NCP & NBF-aligned resources for Classes 9–12
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Math Chapter 1 : Test Yourself
1 / 11
$a(b+c-d)$ equals ___________.
Reasoning: Distribute '$a$' to each term: $(a\times b+a\times c-a\times d)$
2 / 11
$a^{r}\cdot a^{-s}\div a^{s}$ is _________.
Reasoning: Multiply same bases $\Longrightarrow$ add powers, divide $\Longrightarrow$ subtract powers.$a^{r}\cdot a^{-s}\div a^{s}=a^{r-s-s}=a^{r-2s}$$\Longrightarrow$$a^{r}\cdot a^{-2s}=\frac{a^{r}}{a^{2s}}$
3 / 11
$\sqrt[n]{ab}$ is equal to _________.
Reasoning: nth root equals fractional power.
4 / 11
Which number is self-multiplicative inverse?
Reasoning: $(-1)\times(-1)=1$, so it is its own inverse.
5 / 11
If $a<0$, then $\sqrt{a}$ is _________.
Reasoning: $\sqrt{a}$ is imaginary when $a<0$, i.e., the value of $a$ is negative.
6 / 11
If $a+b=a$, what is value of $b$?
Reasoning: Subtract '$a$' both sides. $\Longrightarrow b=0$
7 / 11
If $a\cdot b=1$, what is value of $b$?
Reasoning: Definition of multiplicative inverse.
8 / 11
According to reflexive property: $y^{2}-17=$ ?
Reasoning: Any expression equals itself.
9 / 11
If $a\cdot b=a$, what is value of $b$?
Reasoning: $a\times1=a$
10 / 11
If $a\cdot b=1$, what is $b$ called?
Reasoning: Product is $1$ $\Longrightarrow$ inverse definition.
11 / 11
Is commutative property does not hold with respect to _______?
Reasoning: Order matters in subtraction (e.g., $5-3\neq3-5$).
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