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What else can I help you with?
How do you calculate integers to the power of -8.2 or other minus decimal places?
Example: Let's say b-8.2, where b is an integer. First step, turn the negative exponent to a positive one, and then use the laws of exponents. b-8.2 = 1/b8.2 = 1/b8+1/5 = 1/[b8b1/5] = 1/b8 * 1/b1/5 = 1/b8 * {1(b4/5)/[(b1/5)(b4/5)]} = 1/b8 * b4/5/b(1/5)+(4/5) = 1/b8 * b4/5/b5/5 = 1/b8 * b4/5/b = b4/5/b8+1 = b4/5/b9
How do you factor a5 plus b5 equals?
a5+b5 = (a+b) (a4-a3b+a2b2-ab3+b4)
Does the formula equals b4 plus c9 contain mixed cell references?
No. It contains relative references only.
What letter and number mean 'ahead of' or 'in front of'?
b4
Insert an IF statement in cell C4 that inserts 7 percent if B4 is greater than 99999 and inserts 5 percent if B4 is less than 100000?
Using Excel, the statement in cell C4 would be input as follows: =if(B4>99999,0.07,0.05) However, the case where B4 is in between 99999 and 100000 is not accounted for in the solution (or in the question).
How do you show that sum of 5 even number equals even number?
Any even number can be expressed as a multiple of two. If you have 5 even numbers, then we can label them as such: a1 = 2*b1 a2 = 2*b2 a3 = 2*b3 a4 = 2*b4 a5 = 2*b5 Where bn is an arbitrary integer So we therefore have: a1 + a2 + a3 + a4 + a5 = 2*b1 + 2*b2 +2*b3 + 2*b4 + 2*b5 = 2*(b1 + b2 +b3 + b4 + b5) We can then let b1 + b2 +b3 + b4 + b5 = c because our sum of 5 numbers is equal to 2*c, this means that the sum is a multiple of 2, and therefore even. QED.
What is the factory spec timing for 1972 amc 304?
5 Deg B4 TDC. That was as delivered.
What is the correct formula to calculate the total cell of B3 and B4?
The proper and best way to do it is: =B3+B4 You could also do it in any of the following ways: =SUM(B3:B4) =SUM(B3,B4) =SUM(B3+B4)
A right triangle has the hypotenuse c equals 12 cm and an angle A equals 30degrees find the length of side A which is opposite angle a A2.5 cm B4 cm C6 cm D7.4 cm?
c
How do you beat snappers 6-31?
B4, b4, e3
What is 5 divide 5 equals?
1
How do solve the equation b4 - 3b3 -10b2 equals 0?
b4-3b3-10b2=0 divided by b2 -> b2-3b-10=0 (if b is not 0) Delta=(-3)x(-3) - 4 x 1 x -10 = 49 b=(3+7)/2 or b=(3-7)/2 b=5 or b =-2 if b=0 the equation also holds then b=0 or b=5 of b=-2
