This is a place for the community of learners in Room 8-16 to learn and enjoy math. It is an extension of the classroom making it accessible 24 hours a day, 7 days a week.
Monday, January 23, 2012
TextBook Question 12, 15 and 17
Sunday, January 22, 2012
Ethans Scribe Post
Answer - 17,18,19,20,21,22,23,24
6. What is an example of a whole number that has square root between 9 and 10 ?
Answer - 84
15. Order the following numbers from least to greatest, square root of 46, square root of 27, 7, 5.8, 6.3
Answer - Square root of 27, 5.8, 6.3, square root of 46, 7
Ethans Scribe Post
Answer - 17,18,19,20,21,22,23,24
6. What is an example of a whole number that has square root between 9 and 10 ?
Answer - 84
15. Order the following numbers from least to greatest, square root of 46, square root of 27, 7, 5.8, 6.3
Answer - Square root of 27, 5.8, 6.3, square root of 46, 7
Textbook Questions 4, 8, and 9
A.)
Square root of 72 is close to the halfway point of 66 and its square root is 8.1 and 72 is 4 numbers away from it. So the whole is 8 and the decimal is 4.
B.)
C.)
The square root of 55 is 7.5. for the Whole once again it has now pass 64 so therefore it is 7 and for the decimal I just rounded 49 by 50 then counted how far 50 is from 55 and I got 5.
8.) Identify all possible whole numbers with a square root larger that 2 and smaller than 3
2x2=4
3x3=9
5,6,7,8
9.) Identify all possible whole numbers that have a square root between 4 and 5.
4x4=16
5x5=25
17,18,19,20,21,22,23,24
Kate's Estimating Square Root Scribe Post
What is square root?
-Square root is the inverse of squaring.
-It is a number multiplied by itself.
Square Root van be thought of as aside in a square.
You can find the approximate √ of a number using perfect square. the whole number is the same as the smaller perfect square for all √ in between.
To estimate a fractional √ we can find find the whole number.
-To find the denominator of the fraction we subtract the perfect squares.
(25-16=9)
-To find the numerator we count the √positions between a perfect
Textbook Questionssquares.
4,5, 12,and 15
5) estimate each value, to one decimal place. Check your answer with calculator.
12) While shopping online, Ji Hun finds a square rug with an area of 11m² . He needs to know if it will fit in his 4mx5m bedroom.
a)Estimate the side length of the rug, to one decimal place.
b)Check your estimate with a calculator.
√ 3.316
c)Will the rug fit? Explain.
Yes, because the area of the bedroom is 20m² . The square root of the area which is 20 is 4.472 and the square root of the rug (11) is √ 3.316 .
15) Order the following numbers from least to greatest 7, √46, 5.8,√27,6.3
7x7=49
√46
6.3x6.3= 39.6
5.8x5.8= 33.8
√27
answer: √27 ,5.8,6.3,√46 ,7
Textbook Questions 14, 15, and 16.
a) 60
b) No, there is only one answer because there is no multiple of 12 between the perfect squares of 49 and 64.
Text Book Questions 4,9 and 15
Textbook Questions 14, 15, and 17
Shera's scribe - Textbook questions 12, 14, 18 - Pythagorean Relationship
Gielh's Scribe post Text book Questions 5 , 12 , 16
Textbook Questions 5, 15, 18
Jenny's Scribe Post
The area of the board is 1296 cm2. It is 4x the area of the picture
The square root 1296 cm2 is 36 cm
Saturday, January 21, 2012
Charry's Estimating Square Root Scribe Post
-To find the numerator we count the √
positions between a
perfect squares.
12) While shopping online, Ji Hun finds a square rug with an area of 11
m² . He needs to know if it will fit in his 4mx5m bedroom.
b)Check your estimate with a calculator.
√ 3.316
c)Will the rug fit? Explain.
Yes, because the area of the bedroom is 20m² . The square root of the area which is 20 is 4.472 and the square root of the rug (11) is √ 3.316 .
15) Order the following numbers from least to greatest 7, √46, 5.8,√27,6.3
7x7=49
√46
6.3x6.3= 39.6
5.8x5.8= 33.8
√27
answer: √27 ,5.8,6.3,√46 ,7