Math, asked by ayaanakumar5, 9 hours ago

Joai Subtract the product of (7x – 4y) and (6h – k – 9) from the product of (5k – 3h) and (8x + 10y + 12)​

Answers

Answered by neth2444
0

Answer:

-36h +60k +63x -36y -66hx +46ky +47xk

hope it helps!

please mark as brainliest!!

thanks!!!

Step-by-step explanation:

the question means:

[(5k - 3h) x (8x + 10y + 12)] - [(7x - 4y) x (6h - k - 9)]

multiplying

= [(40xk + 50ky + 60k) + (-24hx - 30hy - 36h)]

- [(42hx - 7kx - 63x) + (24hy + 4yk + 36y)]

adding

= [40xk + 50ky + 60k - 24hx - 30hy - 36h]

- [42hx - 7kx - 63x + 24hy + 4yk + 36y]

simplifying subtraction using KFC rule (keep the minuend, flip the sign, change the subtrahend)

= 40xk + 50ky + 60k - 24hx - 30hy - 36h - 42hx + 7kx + 63x - 24hy - 4yk - 36y

add

= 47xk + 46ky + 60k - 66hx - 54hy - 36h + 63x - 36y

rearrange to form final answer

= -36h +60k +63x -36y -66hx +46ky +47xk

Similar questions