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Write 
> , <, or 
= in the square to the statement true.


(368 ×19)-24 □ (368 ×19)

Write >, <, or == in the square to the statement true.\newline(368×19)24(368 \times 19)-24 \square (368×19)(368 \times 19)\newline

Full solution

Q. Write >>, <<, or == in the square to the statement true.\newline(368×19)24(368 \times 19)-24 \square (368×19)(368 \times 19)\newline
  1. Calculate Resulting Values: Calculate (368×19)24(368 \times 19) - 24 and (368×19)÷14(368 \times 19) \div 14.\newline- Calculation: (368×19)24=699224=6968(368 \times 19) - 24 = 6992 - 24 = 6968.\newline- Calculation: (368×19)÷14=6992÷14499.43(368 \times 19) \div 14 = 6992 \div 14 \approx 499.43.\newline- Comparison: 6968 > 499.43.
  2. Determine Relational Operator: Determine the relational operator for the first part of the problem.\newline- Since 69686968 is greater than 499.43499.43, the correct operator is >.
  3. Solve Expression with Parentheses: Solve the expression 7+6×149=377 + 6 \times 14 - 9 = 37 by inserting parentheses.\newline- Original calculation without parentheses: 7+(6×14)9=7+849=827 + (6 \times 14) - 9 = 7 + 84 - 9 = 82.\newline- To make it equal 3737, rearrange with parentheses: (7+6)×(149)=13×5=65(7 + 6) \times (14 - 9) = 13 \times 5 = 65.\newline- Incorrect result, retry: 7+(6×(149))=7+(6×5)=7+30=377 + (6 \times (14 - 9)) = 7 + (6 \times 5) = 7 + 30 = 37.

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