Use the sign of $>, < o r =$ in the box to make the statements true: $(- 3) + 7 - (19) [] 15 - 8 + (- 9)$ .

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Solution

Explanation:
Given statement is $(- 3) + 7 - (19) [] 15 - 8 + (- 9)$
Considering Left Hand Side (L.H.S) we get
$\begin{array}{rcl} (- 3) + 7 - 19 \\ = & - 3 + 7 - 19 \\ = & - 22 + 7 \\ = & - 15 \end{array}$
From Right Hand Side (R.H.S)
$\begin{array}{rcl} 15 - 8 + (- 9) \\ = & 15 - 8 - 9 \\ = & 15 - 17 \\ = & - 2 \end{array}$
On comparing L.H.S and R.H.S
L.H.S < R.H.S
$- 15 < - 2$
Answer
$∴ (- 3) + 7 - (19) [<] 15 - 8 + (- 9)$

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Use the sign of >, < or = in the box to make the statements true.

>

<

=

(- 3) + 7 - (19)

15 - 8 + (- 9)

Use the sign of $>, <, o r =$ to make statement true

$(- 3) + 7 - 19 [] 15 - 8 + (- 9)$

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