Calculate the answers to these problems and find the answers in the word search block.

Question

ScanSolve AI Tutor · Accepted Answer

Here are the solutions for "Operation decode":

A) Calculate the answers to these problems

Solve a) $4d + 3d$ (if $d=2$ )
$4(2) + 3(2) = 8 + 6 = \boxed{\textbf{14}}$
Solve b) $p + 3p$ (if $p=1$ )
$1 + 3(1) = 1 + 3 = \boxed{\textbf{4}}$
Solve c) $n + 9$ (if $n=0$ )
$0 + 9 = \boxed{\textbf{9}}$
Solve d) $5r - 3r$ (if $r=4$ )
$5(4) - 3(4) = 20 - 12 = \boxed{\textbf{8}}$
Solve e) $8a - 2a$ (if $a=5$ )
$8(5) - 2(5) = 40 - 10 = \boxed{\textbf{30}}$
Solve f) $7xy + 2xy + 4xy$ (if $x=2, y=2$ )
$13xy = 13(2)(2) = 13 \times 4 = \boxed{\textbf{52}}$
Solve g) $p - 5 + 9$ (if $p=10$ )
$10 - 5 + 9 = 5 + 9 = \boxed{\textbf{14}}$
Solve h) $10b - 4b$ (if $b=10$ )
$6b = 6(10) = \boxed{\textbf{60}}$
B) Find the answers to the calculations in the word search block
Solve a) $8 + a = 15$
$a = 15 - 8 = \boxed{\textbf{7}}$
The word "SEVEN" is found in the grid.
Solve b) $2b - 5 = 5$
$2b = 5 + 5$ $2b = 10$ $b = \frac{10}{2} = \boxed{\textbf{5}}$
The word "FIVE" is found in the grid.
Solve c) $4r + 4 = 4$
$4r = 4 - 4$ $4r = 0$ $r = \frac{0}{4} = \boxed{\textbf{0}}$
The word "ZERO" is not found in the grid.
Solve d) $40 - d^2 = 13$
$d^2 = 40 - 13$ $d^2 = \boxed{\textbf{27}}$
The value $d = \sqrt{27}$ is not an integer. The word "TWENTYSEVEN" is not found in the grid.
Solve e) $24 - m = 16$
$m = 24 - 16 = \boxed{\textbf{8}}$
The word "EIGHT" is found in the grid.
Solve f) $8y = 48$
$y = \frac{48}{8} = \boxed{\textbf{6}}$
The word "SIX" is found in the grid.
Solve g) $3r + 2r + 4r = 18$
$9r = 18$ $r = \frac{18}{9} = \boxed{\textbf{2}}$
The word "TWO" is not found in the grid.
Solve h) $(9 \times 10) + p^2 = 10$
$90 + p^2 = 10$ $p^2 = 10 - 90$ $p^2 = \boxed{\textbf{-80}}$
There is no real solution for $p$ .

Calculate the answers to these problems and find the answers in the word search block.

Step-by-step solution

Solve a) $4d + 3d$ (if $d=2$ )

Solve b) $p + 3p$ (if $p=1$ )

Solve c) $n + 9$ (if $n=0$ )

Solve d) $5r - 3r$ (if $r=4$ )

Solve e) $8a - 2a$ (if $a=5$ )

Solve f) $7xy + 2xy + 4xy$ (if $x=2, y=2$ )

Solve g) $p - 5 + 9$ (if $p=10$ )

Solve h) $10b - 4b$ (if $b=10$ )

Solve a) $8 + a = 15$

Solve b) $2b - 5 = 5$

Solve c) $4r + 4 = 4$

Solve d) $40 - d^2 = 13$

Solve e) $24 - m = 16$

Solve f) $8y = 48$

Solve g) $3r + 2r + 4r = 18$

Solve h) $(9 \times 10) + p^2 = 10$

Still stuck on this one?

More Mathematics Questions

Calculate the answers to these problems and find the answers in the word search block.

Step-by-step solution

Solve a) 4d+3d4d + 3d4d+3d (if d=2d=2d=2)

Solve b) p+3pp + 3pp+3p (if p=1p=1p=1)

Solve c) n+9n + 9n+9 (if n=0n=0n=0)

Solve d) 5r−3r5r - 3r5r−3r (if r=4r=4r=4)

Solve e) 8a−2a8a - 2a8a−2a (if a=5a=5a=5)

Solve f) 7xy+2xy+4xy7xy + 2xy + 4xy7xy+2xy+4xy (if x=2,y=2x=2, y=2x=2,y=2)

Solve g) p−5+9p - 5 + 9p−5+9 (if p=10p=10p=10)

Solve h) 10b−4b10b - 4b10b−4b (if b=10b=10b=10)

Solve a) 8+a=158 + a = 158+a=15

Solve b) 2b−5=52b - 5 = 52b−5=5

Solve c) 4r+4=44r + 4 = 44r+4=4

Solve d) 40−d2=1340 - d^2 = 1340−d2=13

Solve e) 24−m=1624 - m = 1624−m=16

Solve f) 8y=488y = 488y=48

Solve g) 3r+2r+4r=183r + 2r + 4r = 183r+2r+4r=18

Solve h) (9×10)+p2=10(9 \times 10) + p^2 = 10(9×10)+p2=10

Still stuck on this one?

More Mathematics Questions

Solve a) $4d + 3d$ (if $d=2$ )

Solve b) $p + 3p$ (if $p=1$ )

Solve c) $n + 9$ (if $n=0$ )

Solve d) $5r - 3r$ (if $r=4$ )

Solve e) $8a - 2a$ (if $a=5$ )

Solve f) $7xy + 2xy + 4xy$ (if $x=2, y=2$ )

Solve g) $p - 5 + 9$ (if $p=10$ )

Solve h) $10b - 4b$ (if $b=10$ )

Solve a) $8 + a = 15$

Solve b) $2b - 5 = 5$

Solve c) $4r + 4 = 4$

Solve d) $40 - d^2 = 13$

Solve e) $24 - m = 16$

Solve f) $8y = 48$

Solve g) $3r + 2r + 4r = 18$

Solve h) $(9 \times 10) + p^2 = 10$