Mathematics, 13.01.2021 07:10 bejaranobella07
Please complete these problems before we meet at 10 am. I want you to be able to explain to me how you got each answer. SHOW YOUR WORK!
Which of the following correctly uses absolute value to show the distance between -60 and 12?
ill|-60 - 12| = |-72| = -72 units
lll|-60 - 12| = |-72| = 72 units
|-l -60 + 12| = |-48| =48 units
iL|-60 + 12| = |-48| = -48 units
Simplify minus .
What is the sign of the product (6)(-6)(-4)(8)?
P Positive, because the products (6)(-6) and (-4)(8) are negative, and the
product of two negative numbers is positive
P Positive, because the products (6)(-6) and (-4)(8) are positive, and the product of two positive numbers is positive
N Negative, because the products (6)(-6) and (-4)(8) are negative, and the
product of two negative numbers is negative
N Negative, because the products (6)(-6) and (-4)(8) are positive, and the
product of two positive numbers is negative
Simplify ÷ .
-4-4 4
-1-1 1
Simplify ÷ .
-−4
2 2
-2
4 4
Parker drove a total distance of 6 ⅓ miles during the months of June and July. If Parker only drove 1/9 of a mile every day, which expression shows the number of days he went driving?
6 ⅓ x 1/9
6 ⅓ + 1/9
6 ⅓ ÷ 1/9
6 ⅓ - 1/9
Which of the following numbers can be expressed as a decimal that terminates?
, , ,
Which of the following numbers can be expressed as repeating decimals?
, , ,
Peter earned $180 working at a store during the summer months. He bought 4 books worth $12 each from his earnings at the store. How much money was left after he bought the books?
$ $33
$ $42
$ $132
$ $228
ill|-60 - 12| = |-72| = -72 units
lll|-60 - 12| = |-72| = 72 units
|-l -60 + 12| = |-48| =48 units
iL|-60 + 12| = |-48| = -48 units
Answers: 2
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Which of the following is the correct equation for this function? a. y= (x+4)(x+2) b. y=x^2+ 3x – 2 c. y+ 2 = – 2(x+3)^2 d. y+ 2 = 2(x+3)^2
Answers: 1
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Abook store is having a 30 perscent off sale. diary of the wimpy kid books are now 6.30 dollars each what was the original price of the books
Answers: 1
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If two parallel lines are cut by a transversal, interior angles on the same side of the transversal are supplementary. a. always b. sometimes c. never
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