SOLUTION: If a+bc=d, then which expression describes c?
A: d - a + b
B: a + b + c
C: (d-a) divided by b
D: (a+d) divided by b
Algebra.Com
Question 161433: If a+bc=d, then which expression describes c?
A: d - a + b
B: a + b + c
C: (d-a) divided by b
D: (a+d) divided by b
Answer by checkley77(12844) (Show Source): You can put this solution on YOUR website!
a+bc=d
bc=d-a
c=(d-a)/b answer=C).
RELATED QUESTIONS
(a/b)(c+d) equals what divided by... (answered by themathtutor2009)
A/B=(C+D)/D (answered by Alan3354)
If x^a = y^b = k and x^c = y^d = t , then which of the following is true:
A) ac=bd... (answered by MathLover1)
A/b=c/d... (answered by checkley77,stanbon)
If a>b+c and d> b+a
then:
A. a>d
B. b>a+d
C. c>a-b
D. d>c (answered by Theo)
if b/d=a/b will... (answered by rapaljer)
Do you think each generalization is true for all integers a, b, c, and d?
Substitute... (answered by edjones)
if (a)/(b)<(c)/(d) , show that (a)/(b)<(a+c)/(b+d)<(c)/(d)
(answered by richard1234)
which expression represents the area of the trapezoid at right?(shows a isolsceles... (answered by cleomenius)