# If 4A-3B=2C (where A,B and C are all matrices) then Matrix A can be defined as: Select one: a) 0.5C+3B b) frac{2C+3B}{4} c) 0.5C+0.75B d) C+B

If 4A-3B=2C (where A,B and C are all matrices) then Matrix A can be defined as:
Select one:
a) 0.5C+3B
b) $\frac{2C+3B}{4}$
c) 0.5C+0.75B
d) C+B
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faldduE
Step 1
Given,
4A-3B=2C (where A,B and C are all matrices)
Step 2
Now,
$\therefore 4A-3B=2C$
$⇒4A=2C+3B$
$⇒A=\frac{2C+3B}{4}$
$⇒A=\frac{2C}{4}+\frac{3B}{4}$
$⇒A=0.5C+0.75B$
Jeffrey Jordon