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Question 92
Solve the formula V=3(r−I) aV = 3 ( r - I ) aV=3(r−I) a for the variable rrr .
A) r=3Va−1r = \frac { 3 V } { a } - 1r=a3V−1 B) r=V+13ar=\frac{V+1}{3 a}r=3aV+1 C) r=V3a−1r= \frac { V } { 3 a } - 1r=3aV−1 D) r=3Va+1r = \frac { 3 V } { a } + 1r=a3V+1 E) r=V3a+1r = \frac { V } { 3 a } + 1r=3aV+1
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Q90: Divide. Q91: Rewrite the polynomial with the powersQ93: Perform the division. If there isQ94: Perform the division. If there isQ95: Write the polynomial with the exponentsQ96: Solve the formula Q97: Write the polynomial with the exponents
Q91: Rewrite the polynomial with the powers
Q93: Perform the division. If there is
Q94: Perform the division. If there is
Q95: Write the polynomial with the exponents
Q96: Solve the formula
Q97: Write the polynomial with the exponents
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