Jon uses his calculator to find one eleventh and he gets 0.090909091. He sees a repeating pattern. Then he uses it to find one thirteenth and he gets 0.076923077. He does not see a repeating pattern. Jon makes the following claim: Claim: If the decimal representation of a fraction in his calculator window shows the maximum number of places and does not show a repeating pattern, then the decimal representation is irrational. Is this true or false? Explain why this is true or give an example to show that it is false.

Jonathan pays $1.90 per pound for potatoes. he buys 8.3 pounds of potatoes. he determines that he will pay $15.77, before tax, for the potatoes. which best describes the reasonableness of jonathan’s solution? jonathan’s answer is reasonable because there are two decimal places in the factors and two in the product. jonathan’s answer is unreasonable because there are three decimal places in the factors and two in the product. jonathan’s answer is reasonable because is 16, and 16 is close to 15.77. jonathan’s answer is unreasonable because is 8, and 8 is not very close to 15.77.

Which system of linear inequalities is represented by the graph?

The sides of a parallelogram are 24cm and 16cm. the distance between the 24cm sides is 8 cm. find the distance between the 16cm sides