To determine if a5 is bigger than b5, we need the specific values of a5 and b5. Without those values or additional context, it's impossible to compare them accurately. If you provide the values, I can help you with the comparison.
In Excel, the expression "A1 plus B5" refers to the sum of the values in cell A1 and cell B5. You can calculate this by using the formula =A1 + B5 in another cell. This formula will add the contents of A1 and B5 together and display the result. Make sure both cells contain numerical values for the addition to work correctly.
they wouldn't give out their personl information like that. SORRY.
The GCF is 7a4b3
Just choose the smaller exponent. The GCF of a3 and a5 is a3
31% is bigger.
Line 1: E6 B5 C6 D6 C6 B5 A5 A5 C6 E6 D6 C6 B5 C6 D6 E6 C6 A5 A5 Line 2: D6 F6 A6 G6 F6 E6 C6 E6 D6 C6 B5 B5 C6 D6 E6 C6 A5 A5 Just get the right tempo.
a5+b5 = (a+b) (a4-a3b+a2b2-ab3+b4)
The size of A5 is 210mm on 148mm. In general, the size of A4 is twice bigger than A5, A3 is twice bigger than A4, and so on...
The formula will become: =B5+B6 What the actual total it shows will be, will depend on what is in B5 and B6.
A rectangle.
no
SUMPRODUCT takes pairs of numbers and multiplies them together and then adds the totals of the multiplications. Say you had the values 6, 4, 12 and 5 in the cells from A2 to A5 and 8, 12, 7 and 10 in the cells from B2 to B5. The following function would take each corresponding value in the two columns and multiply them by each other.=SUMPRODUCT(A2:A5,B2:B5)The result would be 230.SUMPRODUCT takes pairs of numbers and multiplies them together and then adds the totals of the multiplications. Say you had the values 6, 4, 12 and 5 in the cells from A2 to A5 and 8, 12, 7 and 10 in the cells from B2 to B5. The following function would take each corresponding value in the two columns and multiply them by each other.=SUMPRODUCT(A2:A5,B2:B5)The result would be 230.SUMPRODUCT takes pairs of numbers and multiplies them together and then adds the totals of the multiplications. Say you had the values 6, 4, 12 and 5 in the cells from A2 to A5 and 8, 12, 7 and 10 in the cells from B2 to B5. The following function would take each corresponding value in the two columns and multiply them by each other.=SUMPRODUCT(A2:A5,B2:B5)The result would be 230.SUMPRODUCT takes pairs of numbers and multiplies them together and then adds the totals of the multiplications. Say you had the values 6, 4, 12 and 5 in the cells from A2 to A5 and 8, 12, 7 and 10 in the cells from B2 to B5. The following function would take each corresponding value in the two columns and multiply them by each other.=SUMPRODUCT(A2:A5,B2:B5)The result would be 230.SUMPRODUCT takes pairs of numbers and multiplies them together and then adds the totals of the multiplications. Say you had the values 6, 4, 12 and 5 in the cells from A2 to A5 and 8, 12, 7 and 10 in the cells from B2 to B5. The following function would take each corresponding value in the two columns and multiply them by each other.=SUMPRODUCT(A2:A5,B2:B5)The result would be 230.SUMPRODUCT takes pairs of numbers and multiplies them together and then adds the totals of the multiplications. Say you had the values 6, 4, 12 and 5 in the cells from A2 to A5 and 8, 12, 7 and 10 in the cells from B2 to B5. The following function would take each corresponding value in the two columns and multiply them by each other.=SUMPRODUCT(A2:A5,B2:B5)The result would be 230.SUMPRODUCT takes pairs of numbers and multiplies them together and then adds the totals of the multiplications. Say you had the values 6, 4, 12 and 5 in the cells from A2 to A5 and 8, 12, 7 and 10 in the cells from B2 to B5. The following function would take each corresponding value in the two columns and multiply them by each other.=SUMPRODUCT(A2:A5,B2:B5)The result would be 230.SUMPRODUCT takes pairs of numbers and multiplies them together and then adds the totals of the multiplications. Say you had the values 6, 4, 12 and 5 in the cells from A2 to A5 and 8, 12, 7 and 10 in the cells from B2 to B5. The following function would take each corresponding value in the two columns and multiply them by each other.=SUMPRODUCT(A2:A5,B2:B5)The result would be 230.SUMPRODUCT takes pairs of numbers and multiplies them together and then adds the totals of the multiplications. Say you had the values 6, 4, 12 and 5 in the cells from A2 to A5 and 8, 12, 7 and 10 in the cells from B2 to B5. The following function would take each corresponding value in the two columns and multiply them by each other.=SUMPRODUCT(A2:A5,B2:B5)The result would be 230.SUMPRODUCT takes pairs of numbers and multiplies them together and then adds the totals of the multiplications. Say you had the values 6, 4, 12 and 5 in the cells from A2 to A5 and 8, 12, 7 and 10 in the cells from B2 to B5. The following function would take each corresponding value in the two columns and multiply them by each other.=SUMPRODUCT(A2:A5,B2:B5)The result would be 230.SUMPRODUCT takes pairs of numbers and multiplies them together and then adds the totals of the multiplications. Say you had the values 6, 4, 12 and 5 in the cells from A2 to A5 and 8, 12, 7 and 10 in the cells from B2 to B5. The following function would take each corresponding value in the two columns and multiply them by each other.=SUMPRODUCT(A2:A5,B2:B5)The result would be 230.
C F F G F E D D D G G A G F E C C A A Bb A G F D C C D G E F C F F G F E D D D G G A G F E C C A A Bb A G F D C C D G E F C F F F E E F E D C G A G F F F C D C C D G E F Or E5 A5 A5 B5 A5 G F F. F B5 B5 C B5 A5 G E5 E5 C C C5 C A5 G5 F E5 E5 F A5 G G5
Yes, a6 is bigger than a5 if we are referring to the standard paper sizes defined by the ISO 216 standard. A6 measures 105 mm x 148 mm, while A5 measures 148 mm x 210 mm. Therefore, A6 is smaller than A5.
No, A5 is not bigger than A3. In the A-series paper sizes, A3 is larger than A5. Specifically, A3 measures 297 x 420 mm, while A5 measures 148 x 210 mm. The A-series is designed so that each size is half the area of the previous size when folded in half parallel to its shorter sides.
Yes, B paper is bigger than A paper, for instance the average A4 is 21cm x 29.7cm, however B4 is 25cm x 35.3cm
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.