it meams that the person marking knows what vote you make but sometimes it means that your vote doesn't count
A1 size is 594 mm x 841 mm, or 23.4" x 33.1".
If you want to compare the contents of cell A1 on Sheet1 to A1 on Sheet2 and put an X in cell B1 on Sheet1, then in cell B1 on Sheet1 you would put the following formula: =IF(A1=Sheet2!A1,"X","")
Right formula is = V = [L X B X d] + h / 3 [ A1 + A2 + ROUTE UNDER A1 A2 ] where , l = length , b = breadth , d = bottom depth , h = D - d , A1 = bottom area , A2= top area (ii)is = V = [L X B X d] + h/6(A1 + A2 + 4 Am) where , h = D - d , A1 = bottom area , A2= top area, Am = Mean of Top and Bottom AreaRoute Under means Square route
The dimensions of an A1 size paper are 594 x 841 millimeters or 23.4 x 33.1 inches.
An A1 piece of paper is approximately 23.4 x 33.1 inches or 594 x 841 millimeters. It is commonly used for posters, signage, and architectural drawings due to its larger size compared to standard paper sizes.
A polynomial function of a variable, x, is a function whose terms consist of constant coefficients and non-negative integer powers of x. The general form is p(x) = a0 + a1*x + a2*x^2 + a3*x^3 + ... + an*x^n where a0, a1, ... , an are constants.
According to ISO 216, A1 is 841 mm x 594 mm. This is approx 33.1 inches x 23.4 inches = 774.54 sq inches.
A1 The 'A' series of paper is such that A0 is 1m2 in area and each next number up is half the previous area: A1 is 0.5m2, A2 is 0.25m2 and so on. The ratio of the sides of the paper series are such that 1 Sheet of A0 can be cut in half parallel to its shorter side to create 2 sheets of A1; each sheet of A1 can be cut in half parallel to its shorter side to create 2 sheets of A2; and so on. The sides are in the ratio of 1 : sqrt(2). A0 is approx 841mm x 1189mm, A1 is approx 595mm x 841mm, A2 is approx 420mm x 595mm, A3 is approx 297mm x 420mm, A4 is approx 210mm x 297mm, and so on.
Let A1 be the area of the first square and X the length of its side Let A2 be the area of the second square and Y the length of its side A1 = X2 , A2 = Y2 , A1/A2 = X2/Y2 , Square Root (A1/A2) = Square Root ( X2/Y2), X/Y = Square Root (A1/A2) = Square Root (2/1) = 1.414
The paper size is equivalent to A1 paper, which measures 594mm x 841mm.
right now you have 7 gallons of solution, 50% acid,Let S = amount of solution, and A = amount of acid.A1 = (50%)*S1 = 0.5 * 7 gal = 3.5 galthe desired % is 80% = 0.8we add x amount of pure (100% solution), so for each x gallons we add:A2 = A1 + x and S2 = S1 + x ; also, A2 = 0.8 * S2so we have 0.8 * S2 = A1 + x --> 0.8 * ( S1 + x) = A1 + xSubstitute S1 = 7 and A1 = 3.5, and solve for x.0.8 * ( 7 + x) = 3.5 + x ---> 5.6 + 0.8*x = 3.5 + x2.1 - 0.2*x = 0 : x = 10.5 gallons