Math, asked by deepakkandwal001, 1 month ago

(-22)×(-4)+(-3)]=(-22)×(-4)+(-22)×(-3)
verify if both sides are equal​

Answers

Answered by Anonymous
73

GivEn:

  • (-22) × (-4) + (-3) = (-22) × (-4) + (-22) × (-3)

To find:

  • Verification.

Solution:

• Let's do it according to BODMAS.

⠀⠀━━━━━━━━━━━━━━━━━━━⠀

« Now, Verifying the equation,

We can verify the equation by simplifying the equation. If the left hand side will be equal to the right hand side then the equation is verified.

Taking LHS,

→ (-22) × (-4) + (-3)

→ (-22) × (-4 + (-3))

→ (-22) × (-7)

→ 154

∴ LHS = 154

Now, RHS,

→ (-22) × (-4) + (-22) × (-3)

→ (88) + (66)

→ 154

∴ RHS = 154

LHS = RHS

∴ Hence, Verified!

Answered by Anonymous
40

_________________________

 \:  \\  \:

 \large  \frak\orange{Question :  - }

 \:

 \sf{verify \rightarrow ( - 22) \times ( - 4) + ( - 3) = ( - 22) \times ( - 4) + ( - 22) \times ( - 3)}

 \:

 \large \frak \orange{Solution :  - }

 \:

LHS :-

 \:

 \qquad \rightarrow{( - 22) \times ( - 4) + ( - 3)}

 \:

 \qquad \rightarrow ( - 22) \times ( - 7)

 \:

 \qquad \rightarrow  154

 \:

.°. LHS = 154

 \:   \\  \:

RHS :-

 \:

 \quad \small  \rightarrow( - 22) \times ( - 4) + ( - 22) \times ( - 3)

 \:

 \qquad \rightarrow (88) + (66)

 \qquad \rightarrow 154

 \:   \\  \:

 \begin{gathered}{ \red{ \underline{ \boxed{ \bf{.° .RHS = LHS }}}}} \end{gathered}

 \:

Hence verified !

 \:  \\  \:

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