What is 9 • (-33)0 + 3/2 (8 - 27 and 0)= _• _ + 3/2 (_) - _)
To solve the given expression, let's break it down step by step:
9 • (-33)0 + 3/2 (8 - 27 and 0)
First, perform the multiplication:
= 9 • 0 + 3/2 (8 - 27 and 0)
Any number multiplied by zero is zero:
= 0 + 3/2 (8 - 27 and 0)
Next, solve the subtraction within the parentheses:
= 0 + 3/2 (-19 and 0)
Now, multiply 3/2 by (-19 and 0):
= 0 + (3/2) • (-19 and 0)
To find the product -19 times 3/2, multiply the numerators together and the denominators:
= 0 + (-19 * 3) and (0 * 2)
= 0 + (-57) and 0
Lastly, combine the terms:
= -57 and 0
Therefore, the simplified expression is -57 and 0.
To solve this expression step by step, follow the order of operations (PEMDAS/BODMAS):
Step 1: Simplify within parentheses (if any)
No parentheses in this expression, so move to the next step.
Step 2: Deal with exponents
The exponent in this expression is 0, which means any number raised to the power of 0 is 1. So, (-33)^0 becomes 1.
New expression: 9 • 1 + 3/2 (8 - 27 and 0) = _ • _ + 3/2 (_) - _
Step 3: Perform multiplications and divisions from left to right
Multiply 9 by 1: 9 • 1 = 9.
New expression: 9 + 3/2 (8 - 27 and 0) = _ • _ + 3/2 (_) - _
Step 4: Simplify within parentheses (if any)
In the expression (8 - 27 and 0), "and" typically means the intersection of two sets, so its meaning within this context is unclear. Please provide more information or clarify what operation "and" represents.
However, assuming "and" is a substring within the expression rather than an operation, we can proceed to simplify (8 - 27).
8 - 27 = -19.
New expression: 9 + 3/2 (-19 and 0) = _ • _ + 3/2 (_) - _
Step 5: Perform multiplications and divisions from left to right
Multiply 3/2 by (-19 and 0): 3/2 (-19 and 0) = (3/2) • (-19 and 0).
As mentioned earlier, the meaning of "and" is unclear. Please provide more information or clarify what operation "and" represents.
New expression: 9 + (3/2) • (-19 and 0) = _ • _ + (3/2) • (_) - _
Without further information, we cannot proceed. Please clarify what you mean by "and" in the expression.
To solve the given expression, let's break it down step by step:
1. Start by simplifying the expression within parentheses: (8 - 27 and 0)
The expression "8 - 27" evaluates to -19, and "and 0" is equivalent to just 0.
Therefore, (8 - 27 and 0) simplifies to -19 and 0, or just -19.
Now the expression becomes: 9 • (-33)0 + 3/2 (-19) - _
2. Next, evaluate any multiplication or division operations from left to right:
The multiplication operation 9 • (-33) is calculated as follows:
9 • (-33) = -297
Now the expression becomes: -2970 + 3/2 (-19) - _
3. Continue solving multiplication and division operations:
The division operation 3/2 is calculated as follows:
3/2 = 1.5
Now the expression becomes: -2970 + 1.5 (-19) - _
4. Lastly, evaluate the remaining multiplication:
Multiply 1.5 by -19:
1.5 (-19) = -28.5
Now the expression becomes: -2970 + (-28.5) - _
5. Since the last portion of the expression is unknown (_ • _ - _), we cannot provide a numerical answer without that information.