Question

check p=2 for 2p-3=3​

Answer 1

Step-by-step explanation:

Taking LHS ,

2p-3

Given, Value of p = 2

LHS = 2(2)-3 = 1

Given RHS = 3

Hence for p= 2 LHS and RHS are not equal

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Answer 2

To check : $p =2$  for $2p -3 = 3$  

Solution :

• In the given question we are asked to check if $p =2$  for $2p -3 = 3$  .
• For this we need to verify if the given expression  $2p -3 = 3$  satisfies both LHS and RHS or not .
• For this we need to substitute the given value of $p$ in the expression .
• To verify : $2p -3 = 3$  when $p =2$

• Here , LHS = $2p -3$  and RHS = $3$

• LHS  = $2p -3$

                $= 2 (2) - 3 \\= 4-3 \\=1$  

• LHS ≠ RHS  

Since , LHS ≠ RHS therefore we say that $p \neq 2$ for $2p -3 = 3$  .