Turito Academy

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<img src="data:image/png;base64,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" class="Wirisformula" alt="fraction numerator 6 over denominator left parenthesis begin display style 1 over 9 end style right parenthesis end fraction" width="36" height="58" style="vertical-align:-35px" role="math" data-mathml='«math xmlns=¨http://www.w3.org/1998/Math/MathML¨»«mfrac»«mn»6«/mn»«mrow»«mo»(«/mo»«mstyle displaystyle=¨true¨»«mfrac»«mn»1«/mn»«mn»9«/mn»«/mfrac»«/mstyle»«mo»)«/mo»«/mrow»«/mfrac»«/math»'/> 6×9 54

Solve : 6 divides by <img src="data:image/png;base64,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" class="Wirisformula" alt="1 over 9" width="18" height="35" style="vertical-align:-12px" role="math" data-mathml='«math xmlns=¨http://www.w3.org/1998/Math/MathML¨»«mfrac»«mn»1«/mn»«mn»9«/mn»«/mfrac»«/math»'/>

Solution for the question - solve : 6 divides by 1/9 23344854

Solve : 6 divides by 1/9-Turito

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Factors of 7 = 1*7 Factors of 14 = 1*2*7 LCM of 7 and 14 = 1*2*7 = 14

Solution for the question - : what is the lcm of 7 and 14: 2334147

: what is the lcm of 7 and 14:-Turito

Total amount amount had = Rs. 798.36 Money spent on shirt and Tshirt=    4 0 0. 5 0 +2 7 8. 1 4 6 7 8. 6 4 Rs Amount left = 7 9 8 . 3 6 -6 7 8. 6 4 1 1 9. 7 2

Aman had 798.36 Rs. He bought a shirt for rs. 400.50 and a tshirt of Rs 278.14 . find the remaining amount.

Solution for the question - aman had 798.36 rs. he bought a shirt for rs. 400.50 and a tshirt of rs278.14 . find the remaining amount. 119.72173.25

Aman had 798.36 rs. he bought a shirt for rs. 400.50 and a tshi-Turito

Solution for the question - divide 6\7 by 6: 1/61/76/76/4

Divide 6\7 by 6:-Turito

Factors of 11 = 11 * 1 Factors of 5 = 5*1 LCM = 11*5*1 = 55

Solution for the question - find the lcm of 11 and 5 55234532

Find the lcm of 11 and 5-Turito

<img src="data:image/png;base64,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" alt="" /> LCM of 6 and 8 = 2*2*2*3 = 24

Solution for the question - find the lcm of 6 and 8: 37262422

Find the lcm of 6 and 8:-Turito

Identify the coefficients of x: 56xy2 + 2

Solution for the question - identify the coefficients of x: 56xy2 + 2 xy25656y + 256y2

Identify the coefficients of x: 56xy2 + 2-Turito

Factors of 6= 2 *3 Factors of 5 = 1*5 LCM = 2*3*1*5 LCM = 30

Find the least common multiple of 6 and 5:

Solution for the question - find the least common multiple of 6 and 5: 563040

Find the least common multiple of 6 and 5:-Turito

<img src="data:image/png;base64,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" alt="" /> LCM of 10 = 2 * 5

Solution for the question - find the least common multiple of 10: 5*102*52*103*5

Find the least common multiple of 10:-Turito

Factors of 16 : 1, 2, 4,8,16 Factors of 20 : 1,2 , 4, 5, 10, 20 GCF of 16 and 20 is 4.

Solution for the question - find the gcf of 16 and 20: 204816

Find the gcf of 16 and 20:-Turito

4x – 1 =x + 2 4x – x = 2 + 1 3x = 3 X = 3/3 X = 1

Solve the given equation: 4x – 1 = x + 2

Solution for the question - solve the given equation: 4x  1 = x + 2 1234

Solve the given equation: 4x  1 = x + 2-Turito

Factors of 16 = 1,2 ,4, 8, 16 Factors of 9 =  1, 3, 9 GCF of 16 and 9  is 1

Solution for the question - find the gcf of 16 and 9: 49161

Find the gcf of 16 and 9:-Turito

Solution for the question - find the median of : 7 6 5 4 3 2 4.5433.5

Find the median of : 7 6 5 4 3 2-Turito

Mean = total scores/ no. of sub mean = (70 + 72 + 84 + 91 + 61) / 5 mean = 378 / 5 mean = 75.6

Arun score in maths, science , English, social science, GK are 70, 72, 84, 91, 61 in each subject. Find the mean score of Arun.

Solution for the question - arun score in maths, science , english, social science, gk are 70, 72, 84,91, 61 in each subject. find the mean score of arun. 5.6

Arun score in maths, science , english, social science, gk are -Turito

According to question, 1/6 * x =240 X = 240 / (1/6) X = 240 * 6 X = 1440

If 1/6 of a number is 240. Find the number:

Solution for the question - if 1/6 of a number is 240. find the number: 1440169412041400

If 1/6 of a number is 240. find the number:-Turito

LCM * HCF = a * b 75 * 5 = 15 * b 375 = 15 * b 375/15 = b 25 = b

LCM and HCF of two numbers is equal to 75 and 5 . If one number is 15, find the other one.

Solution for the question - lcm and hcf of two numbers is equal to 75 and 5 . if one number is 15, findthe other one. 25302015

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Solve : 6 divides by

54483423

The correct answer is: 54

6×954

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Solve the given equation:4x – 1 = x + 2

Solve the given equation:4x – 1 = x + 2

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Find the GCF of 16 and 9:

Find the median of :7 6 5 4 3 2

Find the median of :7 6 5 4 3 2

Arun score in maths, science , English, social science, GK are 70, 72, 84, 91, 61 in each subject. Find the mean score of Arun.

Arun score in maths, science , English, social science, GK are 70, 72, 84, 91, 61 in each subject. Find the mean score of Arun.

If 1/6 of a number is 240. Find the number:

If 1/6 of a number is 240. Find the number:

LCM and HCF of two numbers is equal to 75 and 5 . If one number is 15, find the other one.

LCM and HCF of two numbers is equal to 75 and 5 . If one number is 15, find the other one.

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Solve : 6 divides by $1 over 9$

54
48
34
23

$fraction numerator 6 over denominator left parenthesis begin display style 1 over 9 end style right parenthesis end fraction$
6×9
54

Identify the coefficients of x:
56xy²+ 2

Identify the coefficients of x:
56xy²+ 2

Solve the given equation:
4x – 1 = x + 2

Solve the given equation:
4x – 1 = x + 2

Find the median of :
7 6 5 4 3 2

Find the median of :
7 6 5 4 3 2