globo
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Br, not Br-
10 per 1000 BR and 10 per 1000 DR
In a saturated solution: [Pb2+] = 1.2x10-2 mol/L [Br-] = 2.4x10-2 mol/L because [Pb2+]*[Br-]2 = Ks = 6.3*10-6 and [Br-] = 2*[Pb2+]
brick brim broth brat brake brawl.............. oh and br br br br br
Br-101 br-116 br-163 br-158 br-153 br-280 br-282
Here is an example of a multiplication table in JavaScript: // Function to generate a multiplication table function multiplicationTable(rows, columns) { // Create a for loop to iterate over the rows for (let i = 1; i <= rows; i++) { // Create a for loop to iterate over the columns for (let j = 1; j <= columns; j++) { // Multiply the row and column numbers and print the result let result = i * j; console.log(`${i} x ${j} = ${result}`); } } } // Call the multiplicationTable function with specified rows and columns multiplicationTable(10, 10); This code generates a multiplication table where the number of rows and columns are specified. It uses nested for loops to iterate over the rows and columns, calculates the multiplication, and prints the result for each cell in the table.
document.write("This is my first VBScript!")timerID = nulltimerRunning = falsesub stopTimerif timerRunning thenclearTimeout timerIDtimerRunning = falseend ifend subsub startTimerstopTimerrunClockend subsub runClockDim rgdow,rgmoyrgdow = Array("Sunday","Monday","Tuesday","Wednesday","Thursday","Friday","Saturday")rgmoy = Array("January","February","March","April","May","June","July","August","September","October","November","December")t_time = Now()alltime.innerText = t_timedow.innerText = rgdow(weekday(t_time)-1)moy.innerText = rgmoy(month(t_time)-1)dom.innerText = day(t_time)yr.innerText = year(t_time)TimerID = setTimeout("runClock",1000,"vbscript")timerRunning = trueend sub
Crabs adobo..Try it. Check this site for crab adobo recipe: www.yumyumfoodrecipes.com <br /><br /> http://www.yumyumfoodrecipes.com/2011/10/crabs-adobo.html
To determine the concentration of Br ions, we can use the solubility product constant (Ksp) expression for AgBr, which is equal to [Ag+][Br-]. Given that the [Ag+] is 1.3x10-6 and the Ksp for AgBr is 5.2x10-23, we can rearrange the equation to solve for [Br-]. Thus, [Br-] = Ksp/[Ag+] = (5.2x10-23) / (1.3x10-6) = 4x10-17. Therefore, the Br- ion concentration is 4x10-17.
You do this; <br> You do this; <br> You do this; <br>