0
Add your answer:
Earn +20 pts
B equals 10 plus a solve for a?
Not enough information to solve
How would you solve A-B equals 381 and A plus B equals 561?
(1) Add the two equations together & solve for A:A - B = 381A + B = 561-------------------2A + 0B = 9422A = 9422A/2 = 942/2A = 471(2) Now substitute A back into one of the original equations & solve for B:A + B = 561471 + B = 561B = 561 - 471B = 90
What would the area of a rectangle be with a b equals 8in and a h equals 5in be?
Without knowing where a, b and h are, we have no way of knowing whether ab and ah are lengths, widths or diagonals and consequently, no way of determining the area.
Can you solve 3a-4b for a equals 12and b equals 5?
36 -20 = 16
How do you solve 5-b equals 2t algebra?
It is not possible to solve a single linear equation in two unknown variables (b and t).
Solve A equals bh for b?
b=Ah
How do you solve y equals mx plus b solve for b?
b = y - mx.
B equals 10 plus a solve for a?
Not enough information to solve
How do you solve for b if b is squared it equals seven?
root 7
How do you solve for x when a plus x equals b?
x=b-a
Solve for indicated letter b equals 8c for c?
c equals b over 8
How do you solve a equals b plus c plus d solve for c?
If: a = b+c+d Then: c = a-b-d
How would you solve A-B equals 381 and A plus B equals 561?
(1) Add the two equations together & solve for A:A - B = 381A + B = 561-------------------2A + 0B = 9422A = 9422A/2 = 942/2A = 471(2) Now substitute A back into one of the original equations & solve for B:A + B = 561471 + B = 561B = 561 - 471B = 90
What would the area of a rectangle be with a b equals 8in and a h equals 5in be?
Without knowing where a, b and h are, we have no way of knowing whether ab and ah are lengths, widths or diagonals and consequently, no way of determining the area.
Can you solve 3a-4b for a equals 12and b equals 5?
36 -20 = 16
How do you solve 5-b equals 2t algebra?
It is not possible to solve a single linear equation in two unknown variables (b and t).
Y equals mX plus b rearrange to solve for b?
y = mx + b y - mx = b
