Call the number of nickels n and the number of quarters q. From the problem statement, q = n + 78 and 25q + 5n = 3240. Substituting the first equation into the second yields 25(n + 78) + 5n = 3240, or 30n = 3240 - 1950 or n = 1290/30 = 43 nickels.
Mean can be ad adverb. For example, the mean man, would be using the word mean as an adverb.
what does jalon mean
For a radio, it would mean "amplitude modulation." For time, it would mean "ante meridian."
it mean 6 times a number
If you mean -5(6n+6) = 3 then -30n -30 = 3 and so -30n = 33 meaning that the value of n = -1.1
more details about 30N concreate
The time difference between 75W and 90W is approximately 1 hour. For every 15 degrees of longitude difference, there is a one-hour time difference in mean solar time.
The net force produced is 10N, which is the difference between the two forces (30N - 20N). The direction of the net force would be in the direction of the larger force (30N).
The coordinates 30N 30E correspond to Cairo, the capital city of Egypt.
When a ball weighing 30N displaces an amount of water weighing 30N, it means the ball experiences a buoyant force equal to its weight, allowing it to float in the water without sinking. This occurs when an object's weight is balanced by the upward force exerted by the fluid it displaces, following Archimedes' principle.
Las vase
Do you mean C = (30n+295) over (n-5)? If so then the solution is quite straightforward: C = (30n+295) over n-5 Multiply both sides of the equation by n-5 to eliminate the fraction: C(n-5) = 30n+295 Multiply out the brackets and bring over 295 to the LHS which now will be -295: Cn-5C-295 = 30n Collect like terms by bringing over Cn to the RHS which now will be -Cn: -5C-295 =30n-Cn Factorising 30n-Cn = n(30-C): -5-295 = n(30-C) Divide both sides of the equation by 30-C to make n the subject of the equation: n = (-5C-295) over (30-C) Check that your answer is correct by giving a value to C. For instance if C = 100 then n would = 159/14
Between 30n and 45n.
India
If you mean -5(6n+6) = 30 then -30n -30 = 30 and so n = -2 when evaluated
The coordinates 30N latitude and 30 longitude intersect near Egypt, specifically in the northern part of the country.