Use the sign of $>, <$ or $=$ in the box to make the statement true.
$23 - 41 + 11 □ 23 - 41 - 11$

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Solution

Calculating expression on either sides,
$23 - 41 + 11 □ 23 - 41 - 11$
$- 18 + 11 □ - 18 - 11$
$- 7 □ - 29$
$- 7 > - 29$ (since $- 7$ is a greater than $- 29$ )
$23 - 41 + 11 > 23 - 41 - 11$
(Also, $23 - 41$ is same on either sides. Since $11 > - 11$ , the box should be filled by $>$ symbol.)

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Q. Use the sign of

>

<

=

in the box to make the statements true.

23 - 41 + 11

23 - 41 - 11

Question 9(c)
Use the sign of >, < or = in the box to make the statements true.
$23 - 41 + 11 □ 23 - 41 - 11$

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

(i) Evaluate:

$(a) (- 2) \times (- 3) \times (- 4)$

$(b) 2 \times (- 3) \times (- 4)$

$(c) \frac{2}{6} \times (- 3) \times \frac{4}{10}$

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

$(a) (- 8) + (- 4) □ (- 8) + (- 4)$

$(b) (- 3) + 7 - (19) □ 15 - 8 + (- 9)$

$(c) 23 - 41 + 11 □ 23 - 41 - 11$ [3 MARKS]

Question 41

Fill in the blanks to make the statement true.

$(- 23) \times (42) = (- 42) \times$

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Use the sign of >,< or = in the box to make the statement true.23−41+11□23−41−11

Calculating expression on either sides,23−41+11□23−41−11−18+11□−18−11−7□−29−7>−29(since −7 is a greater than −29)23−41+11>23−41−11(Also, 23−41 is same on either sides. Since 11>−11, the box should be filled by > symbol.)

Use the sign of $>, <$ or $=$ in the box to make the statement true.
$23 - 41 + 11 □ 23 - 41 - 11$

Calculating expression on either sides,
$23 - 41 + 11 □ 23 - 41 - 11$
$- 18 + 11 □ - 18 - 11$
$- 7 □ - 29$
$- 7 > - 29$ (since $- 7$ is a greater than $- 29$ )
$23 - 41 + 11 > 23 - 41 - 11$
(Also, $23 - 41$ is same on either sides. Since $11 > - 11$ , the box should be filled by $>$ symbol.)