a Potter uses three fifths of a pound of clay to make a bowl how many bowls could the potter make from 10 pounds of clay

Answers

Answer 1
Answer: 3/5 - 1 bowl
10 - x bowls

x=10/(3/5)=10*(5/3)=50/3= 16 2/3

He can make 16 bowls.

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If you add 12 marshmallows to each of 5 bags of marshmallows, and each bag started with the same number of marshmallows, the total number of marshmallows is given by the expression ­­­5(x + 12). Identify an equivalent expression.A.) x + 12
B.) 2x − 60
C.) 5x + 60
D.)2x − 60

Answers

the answer is a 
because you would add 12 to x x being the bag

Answer:

The answer is C. 5x + 60

Step-by-step explanation:

Which object could reasonably be measured as 3.5 ft? length of a car
length of an earthworm
length of a school desk
height of an NBA/WNBA player

Answers

Answer:

legnht of a desk

Step-by-step explanation:

How do I find this answer 20=4x

Answers

You\ have\ to\ divide\ both\ sides\ by\ 4:\n\n20=4x\ \ \ \ |:4\n\n\boxed{x=5}
20=4x\nx=5

Need rn! worth 30Evaluate the function T(x)=19−x, when x=−3.
a.) 57
b.) 22
c.) 16
d.) −16

Answers

Answer:

b

Step-by-step explanation:

Marina saved $80 from her babysitting job. She wants to buy some shirts and pants that are on sale at her favourite store for $17 each. How many items of clothing can she buy?

Answers

Answer:

Step-by-step explanation:

Total amount of money that Marina saved from her babysitting job is $80.

She wants to buy some shirts and pants that are on sale at her favourite store for $17 each. To determine how many items of clothing that she can buy, we would divide the total amount that she saved by the cost of each clothing. It becomes

80/17 = 4.7.

Since the number of clothing must be whole number, the number of clothing that she can buy would be 4

How do you find the length of arc and area of sector

Answers

To do this I must first determine what fraction of the circle is represented by the central angle 30°. Since there are 360° in a full circle, I can find the fraction of a circle by simplifying . The sector represents of the circle. To find the arc length, I now need to find the circumference of the entire circle.