k+34
34
The expression "34c 7" typically represents a combination, specifically "34 choose 7," which calculates the number of ways to choose 7 items from a set of 34 items without regard for order. The formula for combinations is given by ( C(n, k) = \frac{n!}{k!(n-k)!} ), where ( n ) is the total number of items, ( k ) is the number of items to choose, and ( ! ) denotes factorial. Therefore, ( 34c 7 = \frac{34!}{7!(34-7)!} ). This evaluates to 2,894,000.
Any number of the form (34k+32)/k where k is any integer greater than 32.
4
When you increase 8500 by 34, you simply add the two numbers together. This results in 8500 + 34, which equals 8534. Thus, 8500 increased by 34 is 8534.
34
A number, k, increased by two and a half.
To solve the equation negative 51 equals k minus 34, you can rewrite it as -51 = k - 34. To isolate k, add 34 to both sides: -51 + 34 = k. This simplifies to k = -17. Thus, the solution is k = -17.
The expression "34c 7" typically represents a combination, specifically "34 choose 7," which calculates the number of ways to choose 7 items from a set of 34 items without regard for order. The formula for combinations is given by ( C(n, k) = \frac{n!}{k!(n-k)!} ), where ( n ) is the total number of items, ( k ) is the number of items to choose, and ( ! ) denotes factorial. Therefore, ( 34c 7 = \frac{34!}{7!(34-7)!} ). This evaluates to 2,894,000.
Any number of the form (34k+32)/k where k is any integer greater than 32.
Any one of the infinite number of fractions of the form (68*k)/(10*k) where k is any non-zero integer.
MW of K=34 equivalent weight of k=34/1 since the valence of k=1 1mEq of k=1/1000 *34=0.034g 1mEq/0.034=80mEq/X X=2.72g MW of K=34 equivalent weight of k=34/1 since the valence of k=1 1mEq of k=1/1000 *34=0.034g 1mEq/0.034=80mEq/X X=2.72g
4
40 to 34 isn't an increase.
When you increase 8500 by 34, you simply add the two numbers together. This results in 8500 + 34, which equals 8534. Thus, 8500 increased by 34 is 8534.
1979
34 is an integer, not a fraction. There is not really a sensible way of writing it as a fraction. However, if you must, you can use (34*k)/k where k is any non-zero integer as an equivalent fraction.