Use the properties of operations and rules for multiplying and dividing to solve:
(−3)÷(34)×(27)×(−516)÷(57)
To solve this expression, we will use the properties of operations and the rules for multiplying and dividing.
First, let's simplify the expression by performing the division and multiplication in order of operations.
(-3)/(34) = -0.08823529412 (approximately)
Now, we have: -0.08823529412 × (27) × (-516) ÷ (57)
Next, let's multiply (-0.08823529412) by (27):
-0.08823529412 × 27 = -2.38235294124 (approximately)
Now, we have: -2.38235294124 × (-516) ÷ 57
Next, let's multiply (-2.38235294124) by (-516):
-2.38235294124 × (-516) = 1228.319998668 (approximately)
Now, we have: 1228.319998668 ÷ 57
Finally, let's divide 1228.319998668 by 57:
1228.319998668 ÷ 57 = 21.548245374 (approximately)
Therefore, (-3) ÷ (34) × (27) × (-516) ÷ (57) = 21.548245374 (approximately)
Use the properties of operations and rules for multiplying and dividing to solve:
(89)×(−34)÷(19)×(−45)÷(35)
To solve this expression, we will use the properties of operations and the rules for multiplying and dividing.
First, let's simplify the expression by performing the multiplication and division in order of operations:
(89) × (-34) ÷ (19) × (-45) ÷ (35)
(-34) ÷ (19) equals -1.78947368421 (approximately)
Now, we have: (89) × (-1.78947368421) × (-45) ÷ (35)
Next, let's multiply (89) by (-1.78947368421):
(89) × (-1.78947368421) = -159.73684210469 (approximately)
Now, we have: -159.73684210469 × (-45) ÷ (35)
Next, let's multiply (-159.73684210469) by (-45):
-159.73684210469 × (-45) = 7188.15789473605 (approximately)
Now, we have: 7188.15789473605 ÷ (35)
Finally, let's divide 7188.15789473605 by 35:
7188.15789473605 ÷ 35 = 205.646228564 (approximately)
Therefore, (89) × (-34) ÷ (19) × (-45) ÷ (35) = 205.646228564 (approximately)
Tht wrong
Apologies for the mistake. Let's correct the solution:
To solve the expression (89) × (-34) ÷ (19) × (-45) ÷ (35), we will use the properties of operations and rules for multiplying and dividing.
First, let's simplify the expression by performing the multiplication and division in order of operations:
(89) × (-34) ÷ (19) × (-45) ÷ (35)
To multiply, we can multiply the numbers in any order, so let's start with 89 and -34:
(89) × (-34) = -3026
Now, we have: -3026 ÷ (19) × (-45) ÷ (35)
To divide, we will divide -3026 by 19:
-3026 ÷ (19) = -159.26315789474 (approximately)
Now, we have: -159.26315789474 × (-45) ÷ (35)
To multiply, we will multiply -159.26315789474 by -45:
(-159.26315789474) × (-45) = 7166.8421052632 (approximately)
Now, we have: 7166.8421052632 ÷ (35)
To divide, we will divide 7166.8421052632 by 35:
7166.8421052632 ÷ 35 = 204.48120300724 (approximately)
Therefore, (89) × (-34) ÷ (19) × (-45) ÷ (35) = 204.48120300724 (approximately)
Use the properties of operations and rules for multiplying and dividing to solve:
To solve the given expression, we will use the properties of operations and the rules for multiplying and dividing.
The given expression is: (89) × (-34) ÷ (19) × (-45) ÷ (35)
First, let's simplify the expression by performing the multiplication and division in order of operations.
Multiply: (89) × (-34) = -3026
Now we have: -3026 ÷ (19) × (-45) ÷ (35)
Divide: -3026 ÷ (19) = -159.26315789473684 (approximately)
Now we have: -159.26315789473684 × (-45) ÷ (35)
Multiply: (-159.26315789473684) × (-45) = 7166.842105263158 (approximately)
Now we have: 7166.842105263158 ÷ (35)
Divide: 7166.842105263158 ÷ (35) = 204.48120300721154 (approximately)
Therefore, (89) × (-34) ÷ (19) × (-45) ÷ (35) is approximately equal to 204.4812.
How many ounces are in 12 of 15 of a 10-ounce block of cheese
To find out how many ounces are in 12 out of 15 of a 10-ounce block of cheese, we can use the concept of ratios and proportions.
First, let's set up the proportion. We know that 12 parts out of 15 parts is the same as x ounces out of 10 ounces.
So we have the proportion:
12/15 = x/10
We can find the value of x by cross-multiplying:
12 * 10 = 15 * x
120 = 15x
To solve for x, we divide both sides of the equation by 15:
120/15 = x
8 = x
Therefore, there are 8 ounces in 12 out of 15 of a 10-ounce block of cheese.
group of 9 people won 15 of a $4,500 prize. How much money did each person in the group win?(1 point)
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