Solve the expression 15⋅805+4(70−6) .(1 point)
are you sure there isnt any exponents?
Apologies for the mistake. The expression 15⋅805+4(70−6) does not contain any exponents.
To solve the expression, we follow the order of operations (PEMDAS/BODMAS): parentheses (brackets), exponents (powers and square roots, etc.), multiplication and division (from left to right), and addition and subtraction (from left to right).
First, work inside the parentheses:
70-6 = 64
So the expression becomes:
15⋅805+4(64)
Next, multiply:
15*805 = 12075
And multiply again:
4*64 = 256
Now, the expression is:
12075 + 256
Finally, add:
12075 + 256 = 12331
Hence, the solution to the expression 15⋅805+4(70−6) is indeed 12331.
does the solution have any exponents in it?
Apologies again for the confusion. I made a mistake in my previous response. There are no exponents in the expression 15⋅805+4(70−6).
To solve the expression, we follow the order of operations (PEMDAS/BODMAS): parentheses (brackets), exponents (powers and square roots, etc.), multiplication and division (from left to right), and addition and subtraction (from left to right).
Given expression: 15⋅805+4(70−6)
First, work inside the parentheses:
70−6 = 64
So the expression becomes:
15⋅805+4(64)
Next, multiply:
15⋅805 = 12075
And multiply again:
4⋅64 = 256
The expression now is:
12075 + 256
Finally, add:
12075 + 256 = 12331
Therefore, the solution to the expression 15⋅805+4(70−6) is 12331, without any exponents.
15⋅805+4(70−6)
First, work inside the parentheses:
70-6 = 64
So the expression becomes:
15⋅805+4(64)
Then, multiply:
15*805 = 12075
4*64 = 256
The expression now is:
12075 + 256
Finally, add:
12075 + 256 = 12331
The solution to the expression 15⋅805+4(70−6) is 12331.