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Literal Equations Questions - All Grades

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Grade 10 Literal Equations CCSS: HSA-CED.A.4
Solve for $B$.

$A=BC$
1. $B=AC$
2. $B=C/A$
3. $B=A/C$
4. $A=B/C$
Grade 10 Literal Equations CCSS: HSA-CED.A.4
Solve for $r$.

$4x+y=3t-2r$
1. $(4x+y-3t)/-2=r$
2. $(4x+y-3t)/2=r$
3. $(4x+y)/6t=r$
4. $-2(4x+y)/3t=r$
Grade 10 Literal Equations CCSS: HSA-CED.A.4
Solve for $z$.

$x=z/y$
1. $z=xy$
2. $z=x/y$
3. $z=y/x$
4. $x=zy$
Grade 10 Literal Equations CCSS: HSA-CED.A.4
Solve for $r$.

$a=v^2/r$
1. $r=a/v^2$
2. $r=v^2a$
3. $r=v^2/a$
4. $r=sqrt(v)/a$
Grade 9 Literal Equations CCSS: HSA-CED.A.4
Solve the following formula for $w$.

$V=lwh$
1. $w=Vlh$
2. $w=l/(Vh)$
3. $w=V/(lh)$
4. $w=V+l+h$
Grade 9 Literal Equations CCSS: HSA-CED.A.4
Solve the following formula for $l$.

$V=lwh$
1. $l=Vwh$
2. $l=V/(wh)$
3. $l=(Vw)/h$
4. $l=V+w+h$
Grade 9 Literal Equations CCSS: HSA-CED.A.4
The formula for the volume of a rectangular prism is $V=LWH$. Which equation solves the formula for L?
1. $L=V-WH$
2. $L=V/(HW)$
3. $L=(VW)/H$
4. $L=(VH)/W$
Grade 10 Literal Equations CCSS: HSA-CED.A.4
Solve for $a$.

$a^2+b^2=c^2$
1. $a=+-sqrt(c^2/b^2)$
2. $a=+-sqrt(b^2-c^2)$
3. $a=+-sqrt(c^2+b^2)$
4. $a=+-sqrt(c^2-b^2)$
Grade 9 Literal Equations CCSS: HSA-CED.A.4
Solve the equation $2a+3b=7(b-c)$ for b.
1. $(2a-7c)/7=b$
2. $(2a+3b+7c)/7=b$
3. $(2a+7c)/4=b$
4. $(9a)/4=b$
Grade 9 Literal Equations CCSS: HSA-CED.A.4
Solve the equation for the specified variable.
$c=(2d+1)/3$, $"for d"$
1. $d=c/3-2$
2. $d=(3c+1)/2$
3. $2/3c-1=d$
4. $(3c-1)/2=d$
Grade 10 Literal Equations CCSS: HSA-CED.A.4
Solve for $a$.

$v^2=2a(s-s_0)+v_0^2$
1. $a=(v^2-v_0^2)/(2(s-s_0)$
2. $a=(2(s-s_0)/(v^2-v_0^2))$
3. $a=(v^2+v_0^2)/(2(s+s_0)$
4. $a=2(v^2-v_0^2)/((s-s_0)$
Grade 9 Literal Equations CCSS: HSA-CED.A.4
Solve for $y$.
$ay-xy=z$
1. $z/(ay-x)$
2. $2y$
3. $z(a-x)$
4. $z/(a-x)$
Grade 10 Literal Equations CCSS: HSA-CED.A.4
Given $A =P+Prt$, solve for $P$.
1. $P = (A - P)/(rt)$
2. $P = A/(1+rt)$
3. $P=A/(rt)$
4. $P=A/(1-t)$
Grade 10 Literal Equations CCSS: HSA-CED.A.4
Solve the equation for the variable indicated.

$ax+z=aw-y, " for" \ a$
1. $a=(-y-z)/(x-w)$
2. $a=(y+z)/(x-w)$
3. $y=(-a-z)/(x+w)$
4. $a=(x-w)/(-y-z)$
Grade 9 Literal Equations CCSS: HSA-CED.A.4
Solve for H. $V=LWH$
1. $H=V/(LW$
2. $H=V-LW$
3. $H=VLW$
4. $H=(LW)/V$
Grade 10 Literal Equations CCSS: HSA-CED.A.4
Solve for $s_0$.

$s=vt+s_0$
1. $s_0=vt-s$
2. $s_0=t/(vs)$
3. $s_0=(sv)/(t)$
4. $s_0=s-vt$
Grade 10 Literal Equations CCSS: HSA-CED.A.4
Given $P=2(l+w)$, solve for $l$.
1. $l = 2P+w$
2. $l = P/2+w$
3. $l=P/2-w$
4. $l=(w-P)/2$
Grade 10 Literal Equations CCSS: HSA-CED.A.4
Solve the equation for the variable indicated.

$(10ac-x)/11=-3, " for" \ a$
1. $a=(-11+x)/(10c)$
2. $a=(-33+x)/(10c)$
3. $a=10c(-33+x)$
4. $a=(10c)/(33+x)$
Grade 9 Literal Equations CCSS: HSA-CED.A.4
Solve for $x$.
$ax-wx=z$
1. $z/(ax-w)$
2. $2x$
3. $z(a-w)$
4. $z/(a-w)$
$x - 4a= 2b$
1. $-4a = 2b + x$
2. $x = 2b + 4a$
3. $x = 2b - 4a$
4. $4a - 2b = x$