Form the algebraic expression using the variables- constants- and arithmetic operators- -Number 2 added to three times the product of p andq

Formation of algebraic expressionProduct of p andq=p× qThree times of product of p andq=3× (p× q)now, The Number 2 added to 3× (p× q)=2+3× (p× q)hence, the requ ...

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Standard VI

Mathematics

Formation of an Expression

Form the alge...

Question

Form the algebraic expression using the variables, constants, and arithmetic operators $(+, -, \times, \div)$ :
Number $2$ added to three times the product of $p$ and $q$

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Solution

Formation of algebraic expression
Product of $p$ and $q$ $= p \times q$
Three times of product of $p$ and $q$ $= 3 \times (p \times q)$
now, The Number $2$ added to $3 \times (p \times q)$ $= 2 + 3 \times (p \times q)$
hence, the required algebraic expression is $2 + 3 p q$

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Form the algebraic expression using the variables, constants, and arithmetic operators(+,-,×,÷):Number 2 added to three times the product of p andq

Formation of algebraic expressionProduct of p andq=p×qThree times of product of p andq=3×(p×q)now, The Number 2 added to 3×(p×q)=2+3×(p×q)hence, the required algebraic expression is 2+3pq

Form the algebraic expression using the variables, constants, and arithmetic operators $(+, -, \times, \div)$ :
Number $2$ added to three times the product of $p$ and $q$

Formation of algebraic expression
Product of $p$ and $q$ $= p \times q$
Three times of product of $p$ and $q$ $= 3 \times (p \times q)$
now, The Number $2$ added to $3 \times (p \times q)$ $= 2 + 3 \times (p \times q)$
hence, the required algebraic expression is $2 + 3 p q$