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Write
> , <, or
= in the circle tc the statement true.

(368 ×19)-24

qquad
(368 ×19)
14

qquad 8. Insert parentheses to make the statement true.

7+6×14-9=37

$7$ . Write $>,<$ , or $=$ in the circle tc the statement true. $\newline$ $(368 \times 19)-24$ $\newline$ $\qquad$ $(368 \times 19)$ $\newline$ $14$ $\newline$ $\qquad$ $8$ . Insert parentheses to make the statement true. $\newline$ $7+6 \times 14-9=37$

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Find values of derivatives using limits

Full solution

Q.

7

. Write

>,<

, or

=

in the circle tc the statement true.

\newline

(368 \times 19)-24

\newline

\qquad

(368 \times 19)

\newline

14

\newline

\qquad

8

. Insert parentheses to make the statement true.

\newline

7+6 \times 14-9=37

Calculate First Problem: Calculate $(368 \times 19) - 24$ . $\newline$ Reasoning: Multiplication first, then subtraction. $\newline$ Calculation: $368 \times 19 = 6992$ , $6992 - 24 = 6968$ .
Calculate Second Problem: Calculate $(368 \times 19) \div 14$ . $\newline$ Reasoning: Multiplication first, then division. $\newline$ Calculation: $368 \times 19 = 6992$ , $6992 \div 14 = 499.428571$ .
Compare Numbers: Compare $6968$ and $499.428571$ . Reasoning: Determine which number is larger. Calculation: $6968 > 499.428571$ .
Insert Parentheses: Insert parentheses to make $7 + 6 \times 14 - 9 = 37$ true. $\newline$ Reasoning: Follow order of operations and adjust with parentheses. $\newline$ Calculation: $7 + (6 \times 14) - 9 = 7 + 84 - 9 = 82$ .

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