Question

What value of 'p' makes the equation true?

Answer 1

Answer:

5

Step-by-step explanation:

p/5=20-19

p/5=1

p = 1×5

p = 5

HOPE IT'S HELP YOU

AND YOUR ANSWER IS P Value is 5

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Answer 2

GivEn equation:

$\large{\bf{\dfrac{p}{5}+19=20}}$

To finD:

• Value of p from which make equation true.

Solution:

$\large{\bf{\dfrac{p}{5}+19=20}}$

→ $\large{\bf{\dfrac{p+95}{5}=20}}$ •••• (Taking 5 in RHS)

→ $\large{\bf{p + 95 = 20 × 5 }}$

→ $\large{\bf{p+95 = 100}}$ •••• (Taking 95 in RHS)

→ $\large{\bf{p = 100 - 95}}$

→ $\large{\bf{ p = 5}}$

Therefore,

$\large{\boxed{\green{\mathcal{p \: =\: 5}}}}$

_______________________

Verification:

To verify our value of p, we need to put it value in equation and to make LHS = RHS.

$\large{\bf{\dfrac{p}{5}+19=20}}$

→ $\large{\bf{\dfrac{5}{5}+19=20}}$

→ $\large{\bf{\dfrac{5+95}{5} = 20 }}$

→ $\large{\bf{\dfrac{100}{5}=20}}$

→ $\large{\bf{\cancel{\dfrac{100}{5}}}=20}$

→ $\large{\bf{20=20}}$

LHS = RHS ✅