Find which two consecutive whole numbers the square root is between. Write the letter of the exercise on the number line between these two numbers. [tex] \sqrt30 , \sqrt2 , \sqrt45 , \sqrt8 , \sqrt23 , \sqrt120 , \sqrt138 , \sqrt82 , \sqrt11 , \sqrt70 , \sqrt0.5 , \sqrt59 ,

Answers

Answer 1
Answer: 5=√(5^2)=√(25) < √(30)\n6=√(6^2)=√(36) > √(30)\n\n5 < √(30) < 6\n-------------\n1=√(1^2)=\sqrt1 < \sqrt2\n2=√(2^2)=\sqrt4 > \sqrt2\n\n1 < \sqrt2 < 2\n-------------\n6=√(6^2)=√(36) < √(45)\n7=√(7^2)=√(49) > √(45)\n\n6 < √(45) < 7\n-------------

2=√(2^2)=\sqrt4 < \sqrt8\n3=√(3^2)=\sqrt9 > \sqrt8\n\n2 < \sqrt8 < 3\n-------------\n10=√(10^2)=√(100) < √(120)\n11=√(11^2)=√(121) > √(120)\n\n10 < √(120) < 11\n-------------\n12=√(12^2)=√(144) < √(138)\n13=√(13^2)=√(169) > √(138)\n\n12 < √(138) < 13\n-------------

9=√(9^2)=√(81) < √(82)\n10=√(10^2)=√(100) > √(82)\n\n9 < √(82) < 10\n-------------\n3=√(3^3)=\sqrt9 < √(11)\n4=√(4^2)=√(16) > √(11)\n\n3 < √(11) < 4\n-------------\n8=√(8^2)=√(64) < √(70)\n9=√(9^2)=√(81) > √(70)\n\n8 < √(70) < 9\n-------------

0=√(0^2)=\sqrt0 < √(0.5)\n1=√(1^2)=\sqrt1 > √(0.5)\n\n0 < √(0.5) < 1\n-------------\n7=√(7^2)=√(49) < √(59)\n8=√(8^2)=√(64) > √(59)\n\n7 < √(59) < 8

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Which is the area of the figure? Can Someone Please Help Me. A. 192 square inches
B. 324 square inches
C. 392 square inches
D. 480 square inches

Answers

The area of the figure is :[ 24 in x (4 in +4 in +12 in)] - (12 in x 13 in)=
=(24 in x 20 in) - (12 in x 13 in)=480 in² - 156 in²=324 in².

Answer: B. 324 in²

student tickets for the football game cost $12 each and adult ticket cost $20 $1,720 was collected for the 100 tickets sold at the last game which system of equations can be used to solve for the numbers of each kind of ticket sold​

Answers

Answer:

B) x+y=120; 12x+20y=1720

Step-by-step explanation:

If variables are defined as ...

x = number of student tickets sold

y = number of adult tickets sold

then the problem statement can be modeled by ...

x + y = 120 . . . . . . the total number of tickets sold is 120

12x + 20y = 1720 . . . . . the total collected from ticket sales was $1720

___

Total revenue is the sum of the revenues from sales of each ticket type. The revenue from a given ticket type is the product of that ticket price and the number sold.

V divided by 4 minus 10 =5 what is v?

Answers

the answer is 60
because first you subtract 10 on both sides 
then multiply 4 on both sides getting v=60
work backwards 5+10=15

15*4=60

so 60 is your answer

Whats 1.625 rounded to the nearest tenth??!

Answers

As you're rounding the to nearest tenth, this means you've got to round the 2nd digit.
As the last two digits are 0.025, they round up (as anything including and over 5 rounds up),
Therefore, they round to 3, meaning that the 2nd digit will not round up. 
Thus, 1.625 rounded to the nearest tenth is 1.6 
Hope this helps :) 

1.625 rounded to the nearesttenth is 1.6.

We have,

When rounding a number to the nearesttenth, you look at the digit in the hundredth place. If it is 5 or greater, you round up.

If it is less than 5, you round down. In this case, the digit in the hundredthplace is 2, which is less than 5.

To round 1.625 to the nearesttenth, we look at the digit in the hundredthplace, which is 2.

Since 2 is less than 5, we round down and keep the digit in the tenthplace as it is.

Therefore,

1.625 rounded to the nearesttenth is 1.6.

Learn more about expressions here:

brainly.com/question/3118662

#SPJ6

What is 7/12 divided by 2/5.

Answers

First we put multiply in the place of divide than reverse the second fraction the answer is 35/24                                                                                          7/12 / 2/5 = 
 7/12 * 5/2= 35/24    
1.Apply this rule: a÷b/c=a×c/b
7/12×5/2
2.Apply this rule: a/b×c/d=ac/bd
7×5/12×2
3.Simplify 7×5 to 35
35/12×2
4.Simplify 12×2 to 24
35/24

Decimal Form: 1.4583

I hope this help :P

6 tractors take 10 days to collect the harvest. How long would it take 12 tractors to do the same amount of work?

Answers

12 divided by 6 is 2 so 10 divided by 2 is 5. it would take 5 days