Is 16.5 the same thing as 16 or is it greater than 16?

Answers

Answer 1

Answer:

Answer:

I think it is greater than

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There is plot behind Best Buy and Academy

Answers

Answer:

What is the question???

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An art teacher makes a batch of purple paint by mixing 7/8 cup blue paint with 7/8 cup red paint. If she mixes 21 batches, how many cups of purple paint will she have

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She will have 1/2 if purple paint. I hoped I helped

Z=15+2(x+y) solve for x

Answers

Z=15+2(x+y)
Use distributive property
Z= 15 + 2x + 2y
Subtract 2y from both sides
Z - 2y= 15 + 2x
Subtract 15 from both sides
Z - 2y - 15= 2x
Divide 2 on both sides
Final Answer: Z - 2y - 15(All over 2)= x

z=15+2x+2y
0=15+2x+2y-15
-2x=15+2y-15
$x= -(15)/(2) - y + (15)/(2)$

Sara has $180 to spend on a mixture of oranges and bananas. The oranges cost $3 per pound and the bananas cost $2 per pound. What equation can she use to graph a line showing the different amounts of oranges and bananas she can buy for $180?Explain what does each elements of the equation represent.

pleasee guys i need help

Answers

Answer:

365

Step-by-step explanation:

2+3+180+180=

Solve 3sqrt(x) = 8/(sqrt(9x - 32)) + sqrt(9x - 32)

Answers

Answer:

Step-by-step explanation:

$3√(x)=(8)/(√(9x-32))+√(9x -32)\n\n\n3√(x)=(8*√(9x-32))/((√(9x-32))*(√(9x-32)))+√(9x-32)\n\n3√(x)=(8*√(9x-32))/(9x-32)+√(9x-32)\n\n\n3√(x)=(√(9x-32))((8)/(9x-32)+1)\n\n(3√(x))/(√(9x-32))=(8+9x-32)/(9x-32)\n\n(3√(x))/(√(9x-32))=(9x - 24)/(9x-32)\n\nTake \ square\n\n((3√(x))/(√(9x-32)))^(2)=((9x-24)/(9x-32))^(2)\n\n(9x)/(9x-32)=((9x-24)^(2))/((9x-32)^(2))\n\n$

9x*(9x - 32) = (9x- 24)²

9x*9x - 9x*32 = 81x² - 2*9x*24 + 576

81x² - 288x = 81x² - 432x + 576

81x² - 288x - 81x² + 432x - 576 = 0

81x² - 81x² - 288x + 432x - 576 = 0

144x - 576 = 0

144x = 576

x = 576/144

x =4

$\huge \color{gray}{ \tt{answer}}$

$x = 4$

Step-by-step explanation:

$3 √(x) = (8)/((9x - 32)) + √((9x - 32))$

move theexpressionto theleft

$3 √(x) - (8)/( √(9x - 32) ) - √(9x - 32) = 0$

transform the expression

$(3 √((9x - 32 x)) - 8 - √(9x - 32) )/( √(9x - 32) )$

set the numerator

$3 √((9x - 32)x) - 8 - (9x - 32) = 0$

remove the parentheses

$3 \sqrt{9 {x}^(2) - 32x} + 24 - 9x = 0$

move the expression to the right

$3 \sqrt{9 {x}^(2) - 32x } - 24 + 9x$

divide both sides

$\sqrt{9 {x}^(2) - 32x } = - 8 + 3x$

simplify the expression

$9 {x}^(2) - 32x = 9 {x}^(2) - 48x + 64$

cancel equal terms

$- 32x = - 48x + 64$

move the variable to the left

$- 32x = + 48x = 64$

collect like terms

$16x = 64$

divide both sides

$= \: \: x = 4$

check thesolution

$3 √(4) = (8)/( √(9 * 4 - 32) ) + √(9 * 4 - 32)$

simplify

$6 = 6$

so the solutionis

$≈ \: \: x = 4$

$\huge \color {cyan}{ \tt{hope \: \: it \: \: helps}}$

Order of operations (41-3^2)-(4+4)

Answers

Order is operation is PEMDAS which means Parentheses, Exponents Mulitiplication,division,Addition and Subtraction so you follow the order whether they exist or not.

So (41-3^2)-(4+4)=

41-9-8 = 32-8 = 24

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Need help with calculus question

The function f(x,y,z)equals2 x plus z squared has an absolute maximum value and absolute minimum value subject to the constraint x squared plus 2 y squared plus 3 z squaredequals16. Use Lagrange multipliers to find these values.