h(t)=-16(1x^2)+16

Simple and best practice solution for h(t)=-16(1x^2)+16 equation. Check how easy it is, and learn it for the future. Our solution is simple, and easy to understand, so don`t hesitate to use it as a solution of your homework.

If it's not what You are looking for type in the equation solver your own equation and let us solve it.

Solution for h(t)=-16(1x^2)+16 equation: 


Simplifying
h(t) = -16(1x2) + 16

Multiply h * t
ht = -16(1x2) + 16

Remove parenthesis around (1x2)
ht = -16 * 1x2 + 16

Multiply -16 * 1
ht = -16x2 + 16

Reorder the terms:
ht = 16 + -16x2

Solving
ht = 16 + -16x2

Solving for variable 'h'.

Move all terms containing h to the left, all other terms to the right.

Divide each side by 't'.
h = 16t-1 + -16t-1x2

Simplifying
h = 16t-1 + -16t-1x2

See similar equations:

| (3x-4)*5+36-4*(15-3x)= | | 2/3y-5/8=2 | | 7.2*1.8= | | 15+7.50=75.00 | | 3x-10x+87=10x+45 | | 0.2(60)+0.05x=-0.1(60+x) | | 33.44=9.95+3.59 | | 2x+8x-149=61 | | 60=0.75x+2.50y | | 16-n=26 | | X+X=3x-6 | | 2.6/1.5= | | 3*(-.5)-((-.5)+1)=6*(-5)+1 | | 5x-3-x+8=2x-7 | | (11x+37)= | | 2/3n=1 | | 5w+3-2w=-21+33w+10 | | -8b-15+5b=11 | | v-3/8=1/8 | | -6fr+13=2f-11 | | T/9-12 | | 1303--1503= | | 5(5+8)=75 | | (20-2x)(40-2x)(x)=784 | | 1315=155x+75 | | 3/4xd=18 | | y/9=14/3 | | 2x^2-4x=250 | | 2x^2+4x=250 | | 4/3=3/7 | | 9+8m+(-8m)= | | tan(x)=2.5(x^2) |

Equations solver categories