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Global form fields

With increase in temperature, the value of equilibrium constant

Solution for the question - with increase in temperature, the value of equilibrium constant remains constantmay increase or decrease

With increase in temperature, the value of equilibrium constant-Turito

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Factors of 15 : 1,3,5,15 Factors of 16 : 1,2,4,8,16 GCF of 15 and 16 :1

Solution for the question - find the gcf of 15 and 16 : 6413

Find the gcf of 15 and 16 :-Turito

( ' C * 9/5) + 32 = (100 * 9/5 ) + 32 = 180 + 32 = 132F

convert 100 degree Celsius into fehrenheit

Solution for the question - convert 100 degree celsius into fehrenheit 612 f123 f144 f212f

Convert 100 degree celsius into fehrenheit-Turito

percentage = 1/13 *100 = 7.6% <img src="data:image/png;base64,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" alt="" />

Solution for the question - find the percentage of 1 out of 13: 1.4%9.2%8.1%7.6%

Find the percentage of 1 out of 13:-Turito

Factors of 9 : 1,9 Factors of 11 : 1,11 GCF of 9 and 11 : 1

Solution for the question - find the gcf of 9 and 11: 31191

Find the gcf of 9 and 11:-Turito

Zen scored = 1 Maximum marks = 20 Percentage = 1/20 *100 = 5%

If Zen got 1 mark out of 20 ,what is his percentage:

Solution for the question - if zen got 1 mark out of 20 ,what is his percentage: 20%10%25%5%

If zen got 1 mark out of 20 ,what is his percentage:-Turito

Factors of 16 : 1,2,4,8,16 Factors  or 14 : 1,2,7,14 GCF : 2

Solution for the question - find the gcf of 16 and 14 : 71428

Find the gcf of 16 and 14 :-Turito

<img src="data:image/png;base64,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" alt="" /> LCM 69 of 20 and 16 : 2*2*2*2*5 = 80

Solution for the question - find the lcm of 20 and 16 : 60802040

Find the lcm of 20 and 16 :-Turito

Surface area of cube = 6a2 = 6*202= 6*20*20 = 2400 sq cm

Find the surface area of Cube whose side is 20cm

Solution for the question - find the surface area of cube whose side is 20cm 2400 sq cm1200 sq cm2410 sq cm1232 sq cm

Find the surface area of cube whose side is 20cm-Turito

<img src="data:image/png;base64,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" alt="" /> LCM of 6 and 16 : 2*2*2*2*3 = 48

Solution for the question - what is the lcm of 6 and 16 : 1216648

What is the lcm of 6 and 16 :-Turito

Area of triangle = ½ * B * H = ½ *4/5 *15/8 = (1*4*15)/(2*5*8) =60/80 = ¾

Find the Area of triangle , whose Base is 4/5 m and height is 15/8.

Solution for the question - find the area of triangle , whose base is 4/5 m and height is 15/8. 5/43/42/41/3

Find the area of triangle , whose base is 4/5 m and height is 1-Turito

Solution for the question - convert 5 5/6 into improper fraction : 62/524/635/652/3

Convert 5 5/6 into improper fraction :-Turito

Length of cloth = 50 . 92 m Length of cloth Raymond cut = 20 .31 m Remaining Part of cloth = 50.92 – 20.31 <img src="data:image/png;base64,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" alt="" /> Remaining length of cloth = 30.61 m

A cloth is 50.92m long , Raymond cut a 20.31m long part Find the length of remaining part

Solution for the question - a cloth is 50.92m long , raymond cut a 20.31m long part find the length ofremaining part 30.61m20.12m12.3m10.22m

A cloth is 50.92m long , raymond cut a 20.31m long part find th-Turito

<img src="data:image/png;base64,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" alt="" /> LCM of 12 and 22 = 2*2*3*11 = 132

Solution for the question - what is the lcm of 12 and 22 : 122132142152

What is the lcm of 12 and 22 :-Turito

As 11 and 12 has no common factor ,so LCM of 11 and 12 = 11 *12 = 132

Solution for the question - what is the lcm of 11 and 12 : 1214211132

What is the lcm of 11 and 12 :-Turito

LCM of 11 and 6: As 11 and 6 has no common factor : LCM of 11 and 6 = 11 *6 = 66

Solution for the question - find the lcm of 11 and 6 : 1123666

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With increase in temperature, the value of equilibrium constant

Increases Decreases May increase or decrease Remains constant

The correct answer is: May increase or decrease

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A cloth is 50.92m long , Raymond cut a 20.31m long part Find the length of remaining part

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Increases
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May increase or decrease
Remains constant