The height of a triangle is represented as (5x-3) inches, and the base of the triangle if twice its height. W#hat is the area?
40x^2-44x+12
200
Solve for y -144-19z=29
Y=2
200
5x(2y-7x^2+5)
10xy-35x^3+25x
200
(4x+3x+2x+x)/x evaluate if x=3
10
200
(3r^2 x^3 y^6)^4
r^8 x^11 Y^24
200
Carl is making a 4-letter password using all the letters of the alphabet. How many ways can she arrange the letters regardless of whether a word is formed?
17,940
300
Solve for x 3x-10=11
x=7
300
What is the degree of 9x^6 y^2+x^6+3y^8 r^2
10
300
3(5g-7)-8
15g-29
300
(3x^2 a^3)^4 X^-2
81x^6 a^12
300
Solve for y
x(2y-5)=y+4
y=(4+5x)/(2x-1)
400
-3(x-6)+4(x+1)=7x-10
16/3
400
(x^2 Y^6)(3r+5q^5-3x^4 y^2)
3rx^2 Y^6+5q^5 x^2 y^6 -3x^6 y^8
400
\sqrt[3]{\left(-3\right)^5}
6.240
400
((6x^2 y^6 z)(2xy^3))/2x^3 y^3 z^2
(6xy^6)/ z^2
400
3√3+ √12+4 √27
17 √12
500
( x-1)^2=(4 √x-4)^2
x=13,5
500
(3x^4 -1/3x^3 +7x +5)-(x^4+kx^3+10)
2x^4+1/6x^3+7x-5
500
Evaluate the expression when a=-2,b=4,c=-2^2
((3(a^2)+4-3c)b)/c