I think seven. F = 3 I = 1 N = 3 therefore it equals seven.
6
8
8 c-3, a-3,t-2
A definition on top of my head, it's the number of frequencies allowed to be carried by the Optical Fiber Cable, It depends on the Ko, thickness and Numerical Aperture of the Fiber Cable.
The abstract noun is quota, a word for a limit on the number or amount of people or things that are allowed; a specific amount or number that is expected to be achieved; a word for a concept.
There are a number of words in Arabic for these concepts. If you are looking for the Islamic religious terms for allowed things and prohibited things, which are Arabic words since most Islamic religious terms come from Arabic, the words are halaal (حلال) - allowed and haraam (حرام) - forbidden. In common usage, e.g. you are writing a sign that says "Three year old children are forbidden from going to the pool" or "You are allowed to buy these candies", the words halaal and haraam are almost never used. The word for forbidden is usually mana3 (منع) or its derivative mamnua3 (ممنوع). For allowed, you have the two dominant words masmuah (مسموح) and momken (ممكن).
5. 1: Introduction. 2: Body Paragraph. (Strength: Medium) 3: Body Paragraph. (Strength: Weak) 4: Body Paragraph. (Strength: Strong) 5: Conclusion.
About nine.
You need 8 toothpicks to spell the word HAT by using one toothpick for each letter and five toothpicks to form the 'A' by overlapping two toothpicks for each leg.
it is eight thoothpicks
8
8 c-3, a-3,t-2
The minimum number of Representatives allowed to a state is 1
The minimum is 45 with a maximum of 55.
The minimum number of microorganisms necessary to enter through the portal of entry and establish infection is the infectious dose.
You make the number "10" with the 9 toothpicks or spell out "ten" with the 9 toothpicks.
P = 2*T where P = # toothpicks and T = # tiles.
4
The straightforward answer would appear to be eight, using separate toothpicks to form each letter.(Use 3 in the F, 3 in the A, and 2 in the T.)However, if you can use the same toothpicks for all three letters at the same time, you only need three. (see related link)Using 3 ToothpicksBy overlapping the three toothpicks at the proper angles, you can simultaneously form an F, an A, and a T. Place the toothpicks atop each other to form a small triangle in the middle. You will see the letters F, A, and T within the angles formed. The horizontals of the F are, however, oddly splayed and not parallel.(see related link)