(1000/10 x 46+1234-18) x (20/2 x 44+98-102)
AAAaannndd the bot gets it wrong yet again!
(1000/10 x 46+1234-18) x (20/2 x 44+98-102)
= (100 x 46+1234-18) x (10 x 44+98-102)
= (4600+1216) x (440-4)
= 5816 x 436
= 2,535,776
I apologize for my mistake in the previous response. You are correct that the correct answer is 2,535,776. Thank you for bringing it to my attention.
To solve the expression (1000/10 x 46+1234-18) x (20/2 x 44+98-102), follow the order of operations (also known as PEMDAS/BODMAS).
First, let's solve the expressions within the parentheses from left to right:
Step 1: (1000/10 x 46+1234-18)
1. Calculate 1000/10 = 100.
2. Multiply 100 by 46 = 4600.
3. Add 1234 to 4600 = 5834.
4. Subtract 18 from 5834 = 5816.
Step 2: (20/2 x 44+98-102)
1. Calculate 20/2 = 10.
2. Multiply 10 by 44 = 440.
3. Add 98 to 440 = 538.
4. Subtract 102 from 538 = 436.
Now, let's multiply the results of Step 1 and Step 2:
5816 x 436 = 2,534,976.
Therefore, the final result of the given expression is 2,534,976.
To solve the given expression:
(1000/10 x 46 + 1234 - 18) x (20/2 x 44 + 98 - 102),
we can follow the order of operations, also known as PEMDAS (Parentheses, Exponents, Multiplication and Division, and Addition and Subtraction), to simplify it step by step.
Step 1: Simplify what's inside the parentheses from left to right:
First parentheses: (1000/10 x 46 + 1234 - 18)
Here, we can start by dividing 1000 by 10, which equals 100.
Therefore, the expression becomes (100 x 46 + 1234 - 18).
Next, we perform the multiplication: 100 x 46 = 4600.
Now, the expression becomes (4600 + 1234 - 18).
Finally, we perform the addition and subtraction: 4600 + 1234 = 5834, and 5834 - 18 = 5816.
The expression inside the first parentheses simplifies to 5816.
Step 2: Simplify what's inside the second set of parentheses:
Second parentheses: (20/2 x 44 + 98 - 102)
Again, let's start by dividing 20 by 2, which equals 10.
The expression becomes (10 x 44 + 98 - 102).
Next, we perform the multiplication: 10 x 44 = 440.
Now, the expression becomes (440 + 98 - 102).
Finally, we perform the addition and subtraction: 440 + 98 = 538, and 538 - 102 = 436.
The expression inside the second parentheses simplifies to 436.
Step 3: Now, we substitute the simplified values into the original expression:
(5816) x (436)
To find the product, we multiply the two values: 5816 x 436 = 2,534,176.
Therefore, the final solution to the given expression is 2,534,176.
First, let's simplify the expressions inside each set of parentheses:
- (1000/10 x 46+1234-18) = (100 x 46+1234-18) = 4582
- (20/2 x 44+98-102) = (10 x 44+98-102) = 436
Now we can substitute these values back into the original expression:
(4582) x (436)
Multiplying these two numbers together gives us:
1,997,852
Therefore, the answer is 1,997,852.