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12345679xx 72 is equal to :...

12345679`xx 72` is equal to :

A

88888888

B

999999998

C

888888888

D

898989898

Text Solution

AI Generated Solution

The correct Answer is:
To solve the problem of finding the product of \( 12345679 \times 72 \), we can break it down into simpler steps. ### Step-by-Step Solution: 1. **Identify the Numbers**: We have two numbers to multiply: \( 12345679 \) and \( 72 \). 2. **Break Down the Multiplication**: We can express \( 72 \) as \( 70 + 2 \). This allows us to use the distributive property: \[ 12345679 \times 72 = 12345679 \times (70 + 2) \] 3. **Distribute the Multiplication**: \[ 12345679 \times 72 = 12345679 \times 70 + 12345679 \times 2 \] 4. **Calculate \( 12345679 \times 70 \)**: - First, multiply \( 12345679 \) by \( 7 \): \[ 12345679 \times 7 = 86419753 \] - Then, add a zero (since we are actually multiplying by \( 70 \)): \[ 12345679 \times 70 = 864197530 \] 5. **Calculate \( 12345679 \times 2 \)**: \[ 12345679 \times 2 = 24691358 \] 6. **Add the Two Results Together**: \[ 864197530 + 24691358 \] 7. **Perform the Addition**: - Align the numbers: ``` 864197530 + 24691358 ---------------- 888888888 ``` 8. **Final Result**: \[ 12345679 \times 72 = 888888888 \] ### Final Answer: The product of \( 12345679 \times 72 \) is \( 888888888 \).
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Knowledge Check

  • (0.72 xx 0.72 xx 0.72 - 0.39 xx 0.39 xx 0.39)/(0.72 xx 0.72 +0.72 xx 0.39 + 0.39 xx 0.39) is equal to :

    A
    0.33
    B
    0.45
    C
    0.39
    D
    0.36
  • a xx (b xx c) is equal to

    A
    `(a.b) c- (a.c) b`
    B
    `(a.b) a + (a.b) c`
    C
    `(b.c)a-(b.c)b`
    D
    `(a.c)b-(a.b)c`
  • root3(72.9/0.4096) is equal to :

    A
    0.5625
    B
    5.625
    C
    182
    D
    13.6
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