The overnight temperature in Tampa never reached below 40 degrees Fahrenheit during November. Which inequality shows that? A. X<40 B. X>40 C. X=40 D.x_>40.Sarah has read aloud in class 3more times than Joel. Sarah has read 9times. Which equation represents this situation? A. J-9=3 B. 3j=9 C. J-3=9 D. J+3=9.
One inch is about 2.54 centimeters. About how many centimeters is 4.5 inches? A. 1.8 centimeters B. 11.4 centimeters C. 13.7 centimeters D. 114 centimeters.
Which ratio is not equivalent to the other three? A. 2/5 B. 12/25 C. 6/15 D. 18/45.
Answers
Answer:
1 - D
2 - D
3 - B
4 - B
Step-by-step explanation:
Ques 1: Let the temperature in Tampa be denoted by X°F
It is given that the temperature never reaches below 40°F
The inequality representing the given situation is .
So, D is correct.
Ques 2: Let the times Sarah read = S and the times Joel read = J.
It is given that Sarah read 3 more times than that of Joel and she read 9 times.
So, the equation becomes, i.e.
So, option D is correct.
Ques 3: Since, 1 inch = 2.54 centimeters
So, 4.5 inch = = 11.4 centimeters
Thus, option B is correct.
Ques 4: As we have that,
So, the ratio not equivalent to others is .
So, option B is correct.
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Which which is greater 9/10 or 10/9
Which strategies can be used to solve this problem? Kathleen invited 28 people to her party. She plans to seat 8 people at the dining room table. She will put the rest at round tables with 4 people at each table. What is the fewest number of round tables that Kathleen needs so that each guest will have a seat? Choose all answers that are correct. A. Draw a diagram. Eight people at 1 table, 4 people at round table, 4 people at round table, 4 people at round table, 4 people at round table, 4 people at round table. Count the number of round tables. B. Use logical reasoning. Start with 28 people, subtract 8 people who will sit at the dining room table, that leaves 20 people. Keep subtracting 4 people until you get to 0. Count how many times you subtracted 4 people. C. Translate into an equation. 28 – 8 + 4 + 4 = t D. Work backward. There are 28 people coming to the party. There is one dining table, so subtract 1. Now figure out how many round tables there are and subtract that number.
Which number rounds to 341 when rounded to the nearest whole number? 340.111 340.151 340.411 340.511
Answers
size of egg (d) large (e) very lg
(a) 6 lg eggs....63 g to 72 g......lowest mass = ( 6 * 63) = 378 g
highest mass = (6 * 72) = 432 g
(b) 1 kg = 1000 g...so 0.125 kg = (0.125 * 1000) = 125 g
for 6 eggs = 125/6 = 20.8...she had small eggs
I am not 100% sure on this one....that was 0.125 kg, right ??
Answer:
mass of egg (d) 64 g (e) 73 g
size of egg (d) large (e) very lg
(a) 6 lg eggs....63 g to 72 g......lowest mass = ( 6 * 63) = 378 g
highest mass = (6 * 72) = 432 g
(b) 1 kg = 1000 g...so 0.125 kg = (0.125 * 1000) = 125 g
for 6 eggs = 125/6 = 20.8...she had small eggs
I am not 100% sure on this one....that was 0.125 kg, right ??
-6(-3)(-2)
Answers
so if (-) times (-)=(+)
and (+) times (-)=(-)
then
(-) times (-) times (-)=(-)
so just multiply them so
-6 times -2=+12
+12 times -3=-36
First of all, a negative times a negative times a negative would end up as a negative, so we got that covered. Now all we need is the arithmetic part. 6 x 3 = 18, and 18 x 2 = 36
So you're final answer would be -36
Answers
Now fopr solving this problem we have to fist convert 64 ounces to liter and then convert 700 milliliter to liter and then only can we get the answer to the question.
We already know
1 ounce = 0.29 liter
64 ounce = 64 * 0.29 liter
= 18.56 liter
So 18.56 liter is the daily recommendation for an adult to drink water
Again
1 milliliter = 0.001 liter
700 ml = 0.001 * 700 liter
= 0.7 liter
So Josey has already drank 0.7 liters of water
Amount of water Josey still needs to drink = (18.56 - 0.7) liter
= 17.86 liter
64 ounces= 64/33.814 liters= 1.89 liters is what she needs daily
1000 milliliters= 1 liter
700 milliliters= 0.7 liters is what she already drank
1.89-0.7= 1.19 liters she still needs to drink
Answers
Answer:
JK = 83 , m∠A = 70° , m∠ALM = 110°
Step-by-step explanation:
* Lets explain how to solve the problem
∵ ABCD is a trapezoid
∴ DC // AB
∴ m∠D + m∠A = 180° ⇒ interior supplementary angles
∵ m∠D = 110°
∴ 110° + m∠A = 180° ⇒ subtract 110° from both sides
∴ m∠A = 70°
∵ L is the midpoint of AD, and M is the midpoint of BC
∴ LM is the median of trapezoid ABCD
∴ LM // AB and DC
∴ m∠D = m∠ALM ⇒ corresponding angles
∵ m∠D = 110°
∴ m∠ ALM = 110°
- The length of the median is half the sum of the lengths of the two
parallel bases
∴ LM = 1/2 (AB + DC)
∵ AB = 96 units and DC = 44 units
∴ LM = 1/2 (96 + 44) = 1/2 (140) = 70 units
- In the quadrilateral ABML
∵ AB // LM
∵ AL ≠ BM
∴ ABML is a trapezoid
∵ JK is its median
∴ JK = 1/2 (AB + LM)
∵ AB = 96 units ⇒ given
∵ LM = 70 units ⇒ proved
∴ JK = 1/2 (96 + 70) = 1/2 (166) = 83
∴ JK = 83 units
Answers
Answers
Basically you just multiply