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Starting from (-5) times 4, find (-5) ti...

Starting from `(-5) times 4`, find `(-5) times (-3)`.

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To solve the problem of finding \((-5) \times (-3)\) starting from \((-5) \times 4\), we can follow these steps: ### Step 1: Calculate \((-5) \times 4\) To find \((-5) \times 4\): - We have one negative number and one positive number. - According to the rules of multiplication of integers, when a negative number is multiplied by a positive number, the result is negative. \[ (-5) \times 4 = - (5 \times 4) = -20 \] ### Step 2: Use the result to find \((-5) \times (-3)\) Now, we need to find \((-5) \times (-3)\): - Here, we have two negative numbers. - According to the rules of multiplication, when two negative numbers are multiplied together, the result is positive. \[ (-5) \times (-3) = 5 \times 3 = 15 \] ### Final Answer Thus, the result of \((-5) \times (-3)\) is \(15\). ---
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ICSE-INTEGERS-TRY THIS !
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  2. Verify: (243) times (-51)=(-243) times 51

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  3. Starting from (-5) times 4, find (-5) times (-3).

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  4. Evaluate: a. 18 times (-3)" b. "(-6) times 40 " c....

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  5. Find the integer whose product with -1 is: a. 42 " b. "-122" c. ...

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  12. Evaluate: (-5) times (-20) times (-12) times (-1)

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  13. Evaluate: (-7) times (0) times (-12)

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  14. Evaluate: (-2) times (-3) times (-1) times (-4) times (-7)

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  15. Fill in the blanks and state the property used: 18 times (-63)="" ti...

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  16. 12 times (28 -15)=""-(12 times 15)

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  17. Fill in the blanks and state the property used: (-45) times (69+8)=[...

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  18. Fill in the blanks and state the property used: 11 times 1 =1 times

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  19. Fill in the blanks and state the property used: 47 times (4 times 21...

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  20. Verify: (243) times (-51)=(-243) times 51

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