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The value of (89xx76+89xx24) is...

The value of `(89xx76+89xx24)` is

A

890

B

8900

C

89000

D

10420

Text Solution

AI Generated Solution

The correct Answer is:
To solve the problem `(89xx76 + 89xx24)`, we can use the distributive property of multiplication. Here’s a step-by-step solution: ### Step 1: Identify the common factor In the expression `89xx76 + 89xx24`, we can see that `89` is a common factor in both terms. ### Step 2: Apply the distributive property Using the distributive property, we can factor out `89`: \[ 89 \times 76 + 89 \times 24 = 89 \times (76 + 24) \] ### Step 3: Calculate the sum inside the parentheses Now, we need to calculate the sum of `76` and `24`: \[ 76 + 24 = 100 \] ### Step 4: Multiply the common factor by the sum Now, we substitute back into the expression: \[ 89 \times (76 + 24) = 89 \times 100 \] ### Step 5: Perform the multiplication Finally, we calculate: \[ 89 \times 100 = 8900 \] ### Final Answer: The value of `(89xx76 + 89xx24)` is **8900**. ---
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Knowledge Check

  • The value of ((0.76xx0.76xx0.76)+(0.24xx0.24xx0.24))/((0.76xx0.76)-(0.76xx0.24)+(0.24xx0.24)) is

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    A
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    B
    `sec 1^(@)`
    C
    `2 sec 1^(@)`
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