MATHEMATICS HIGH SCHOOL

Dylan’s essential (fixed) expenses are $900 per month, his essential (flexible) expenses are $400 per month, and his non-essential expenses are $295 per month. His 401-K retirement account has $12,000, and his emergency fund savings account has $3500. Dylan wants an emergency fund of 3 times monthly living expenses. How much more does Dylan need to save to have an adequate emergency fund?a. $1,450
b. $5,200
c. $1,285
d. $8,500

Answers

Answer 1

Answer:

The Following "Verified" Answer is wrong. On Financial Math the answer is...

$1,285

Answer 2

Answer:

Answer:

Option C. $1,285 more Dylan need to save.

Step-by-step explanation:

Dylan's essential (fixed) expenses = $900 per month

His essential (flexible) expenses = $400 per month

His non-essential expenses = $295 per month

Total expenses per month = 900 + 400 + 295 = $1595.00

He wants an emergency fund of 3 times monthly living expenses

= $1595 × 3 = $4,785.00

currently, in Dylan's emergency fund account = $3,500

Dylan need to save more = 4,785 - 3,500 = $1,285.00

Dylan need to save $1,285 more to have an adequate emergency fund.

ThankYou

What are the answers to the following.

Answers

Answer:

Step-by-step explanation:

$8-11 =-3\n\nb. -8+10 = 2\n\nc. 13+(-6) = 13-6 \n= 7\n\nd. 7-(-3)\n= 7+3\n=10\n\ne.-5-(-2)\n=-5+2\n=-3\n\nf. -15-(-25)\n=-15+25\n=10\n\ng. -3+(-6)-(-9)\n= -3-6+9\n=-9+0\n=0\n\nh.-20-(-9)-(-8)\n=-20+9+8\n-20+17\n=-3\n\n$

$-2+3-(-4)+(-5)\n-2+3+4-5\n= 1-1\n=0\n\n\nb. 18-(-10)+(-19)-8\n=18+10-19-8\n28-27\n=1\n\nc. 65+(-72)-(-45)\n= 65-72+45\n=-7+45\n=38$

Work out2 3/14+3 4/14

Answers

Answer:

$5 (1)/(2)$

Step-by-step explanation:

=> $2(3)/(14) + 3(4)/(14)$

=> $(31)/(14) + (46)/(14)$

=> $(31+46)/(14)$

=> $(77)/(14)$

=> $5(7)/(14)$

=> $5 (1)/(2)$

Answer:

51/2

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Good luck on your assignment

Both circle Q and circle R have a central angle measuring 110°. The area of circle Q's sector is 4π cm2, and the area of circle R's sector is 9π cm2. The radius of circle Q is 7 cm. Which is the radius of circle R