Solve the formula for the surface area of a cylinder.
s=2πrh
h=s/(2π r)
Find the prime factorization for 200
23 x 52
Find the missing factor:
32x6=(4x2)( ? )
8x4
Divide
(16y-12)/2
8y-6
Factor
16a-8b+12
4(4a-2b+3)
Solve the following formula for h:
s=2πrh+2πr2
(s-2πr2)/2πr
Find the prime factorization for 98
2 x 72
Simplify
18x4/12x3y
3x/2y
Divide
(24mn-16n)/8n
3m-2
Factor
9s3+15s2
3s2(3s+5)
Solve the following formula for y:
m=(x+y)/2
y=2m-x
Find the GCF of :
66, 90
6
Find the GCF of:
20ax3,30abx
10ax
Divide
(4u3+10u2-6u)/2u
2u2+5u-3
Factor
22y4-33y3+11y2
11y2(2y2-3y+1)
Solve the following formula for F:
C=(5/9)(F-32)
F=(9/5)C+32
Find the GCF of 10, 100, 1000
10
Simplify
(-t4)3/(-t2)5
t2
Divide
(pq3-p3q)/pq
q2-p2
Factor
4x2y-16xy2
4xy(x-4y)
Solve the formula given for n:
l=a+(n-1)d
[(l-a)/d]+1=n
Sara has 16 red flowers and 24 yellow flowers. She wants to make bouquets with the same number of each color flower in each bouquet. What is the greatest number of bouquets she can make? And how many red and yellow flowers will she put in each bouquet?
8 bouquets; 2 reds and 3 yellows
Find the GCF of:
25p2q3, 15p2q2, 35pq4
5pq2
(30p4q-45p3q2+15p2q3)/5p2q
6p2-9pq+3q2
Factor
5ax2+10a2x-15a3
5a(x2+2ax-3a2)