Number of terms in the expression a 2- bc - d is -A- 1B- 2C- 3D- More than 3

The correct option is B 2 a^2+bc × nbsp;d = nbsp;a^2 + bcd. Since nbsp;a^2 and nbsp;bcd are unlike terms, we cannot add them. So, there are two terms in ...

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Standard VI

Mathematics

Term

Number of ter...

Question

Number of terms in the expression $a^{2} + b c \times d$ is __.

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More than 3

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Solution

The correct option is B
2

$a^{2} + b c \times d$ = $a^{2} + b c d$ .
Since $a^{2}$ and $b c d$ are unlike terms, we cannot add them.
So, there are two terms in the given expression.

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Number of terms in the expression a2+bc×d is __.

The correct option is B 2 a2+bc×d = a2+bcd. Since a2 and bcd are unlike terms, we cannot add them. So, there are two terms in the given expression.

Number of terms in the expression $a^{2} + b c \times d$ is __.

The correct option is B
2

$a^{2} + b c \times d$ = $a^{2} + b c d$ .
Since $a^{2}$ and $b c d$ are unlike terms, we cannot add them.
So, there are two terms in the given expression.